An Examination of IT Initiative Portfolio Characteristics and Investment Allocation: A Computational Modeling and Simulation Approach

Size: px
Start display at page:

Download "An Examination of IT Initiative Portfolio Characteristics and Investment Allocation: A Computational Modeling and Simulation Approach"

Transcription

1 A Examiatio of IT Iitiative Portfolio Characteristics ad Ivestmet Allocatio: A Computatioal Modelig ad Simulatio Approach Yu-Ju Tu Uiversity of Illiois at Urbaa-Champaig yujutu@illiois.edu Ramaath Subramayam Uiversity of Illiois at Urbaa-Champaig rsubrama@illiois.edu ABSTRACT Completed Research Paper Michael Shaw Uiversity of Illiois at Urbaa-Champaig mjshaw@illiois.edu Eric Larso Uiversity of Illiois at Urbaa-Champaig ecl@illiois.edu We advace the theory pertaiig to IT goverace ad portfolio maagemet. We specifically examie how the portfolio characteristics ca ifluece IT ivestmet allocatio. We propose two portfolio characteristics flexibility ad diversity. We defie the flexibility as the umber of IT ivestmet choice, ad the diversity as the dissimilarity of IT ivestmet choice. Usig the Mote Carlo simulatio ad real-world data, we fid that ) if a firm ivests i a set of IT iitiatives with higher flexibility, it will have greater potetiality to capture a superior IT ivestmet allocatio; ) whe a firm ivests i a set of IT iitiatives with lower flexibility, it will have greater potetiality to capture a superior IT ivestmet allocatio, if the set of IT iitiatives ivolves higher diversity. Our fidigs implicate that a firm ca exercise IT iitiative flexibility ad diversify IT iitiative choice to improve portfolio ivestmet allocatio. Keywords IT portfolio, IT ivestmet, IT goverace INTRODUCTION It is widely established that the performace of IT ivestmet ca vary sigificatly across firms. I this paper, we propose oe importat explaatio for such variatios i performace the portfolio characteristics. From our observatio i practice, we otice cosiderable variatios i sets of IT iitiatives across firms. If we view a set of IT iitiatives as a portfolio ad regard it as a target for a firm s IT ivestmet allocatio, we expect that the portfolio characteristic would make a great impact o a firm s IT ivestmet allocatio, which i tur would directly ifluece a firm s IT ivestmet performace. I this paper, we specifically examie how the portfolio characteristics ca ifluece IT ivestmet allocatio. We propose two portfolio characteristics flexibility ad diversity. I our defiitio, flexibility refers to the umber of IT ivestmet choice, ad diversify refers to the dissimilarity of IT ivestmet choice. We equate the IT ivestmet allocatio with the quality of the optimal IT ivestmet choice. We the desig ad develop a decisio support model that aims to select a best set of IT iitiatives as a firm s optimal IT ivestmet choice, accordig to a firm s IT ivestmet risk limit ad budget limit. Moreover, we differetiate betwee differet flexibility degrees by simulatig sets of divisible/idivisible IT iitiatives for IT ivestmet decisio, ad differetiate betwee differet diversity degrees by simulatig high/low dispersio degrees (σ) for sets of IT iitiatives values, risks, ad costs i the distributio. We use the simulated data combied with the real-word data. At first, we collect a data set of IT iitiatives from two busiess uits of a leadig compay i isurace ad fiace idustry. Next, we use the collected data set to calibrate the variatio degree of the simulated data. Specifically, we take the mathematical momets (i.e., mea ad stadard deviatio) of the realworld data ad feed them to the Mote Carlo simulatio to propagate large sets of data o the basis of the Gaussia distributio. Our experimet results show that if a firm ivests i a set of IT iitiatives with higher flexibility, it will have greater potetiality to capture a superior IT ivestmet allocatio. Moreover, oce if a firm ivests i a set of IT iitiatives with lower flexibility, it still ca have greater potetiality to capture a superior IT ivestmet allocatio, as log as the set of IT iitiatives ivolve higher diversity. I other words, our fidigs implicate that a firm should exercise the maagerial Proceedigs of the Nieteeth Americas Coferece o Iformatio Systems, Chicago, Illiois, August 5-7, 3.

2 flexibility embedded i its IT iitiatives ad diversify its IT iitiative choice i order to icrease its IT ivestmet allocatio efficiecy ad improve performace. We orgaize the remaider of this paper as follows. I sectio, we defie the portfolio characteristics followed by our propositios. I sectio 3, we outlie the developmet of our IT portfolio decisio support model. I sectio 4, we describe our method, experimet desig, ad data collectio. I sectio 5, we summarize our results ad fidigs. I sectio 6, we discuss the maagerial implicatios. I sectio 7, we coclude this paper with cotributios. PROPOSITIONS AND RELATED LITERATURE The Characteristic of a IT Iitiative Portfolio I this paper, we defie the flexibility as the umber of choices that a firm ca select from its set of IT iitiatives to decide its IT ivestmet. I prior related literature, maagerial flexibility is regarded as oe critical role i a firm s resource allocatio strategy (Trigeorgis, 996). I ecoomics, resource meas ay asset a firm ca purchase, lease, or produce for its ow use, such as labor, lad, etc. I a firm, the completio of a IT iitiative also requires the asset icludig skill, facility, etc. which is geerated from a combiatio of the ecoomic resources. I additio, the resource allocatio of a IT iitiative is determied by a firm s IT ivestmet decisio. Therefore, we reaso that if a firm ca have a plety of ivestmet choices, it will have higher flexibility to allocate its IT ivestmet, accordig to its strategic pla. I tur, this firm will have more potetialities to better capitalize valuable opportuities or mitigate potetial losses, cotributig to a better ivestmet performace. Moreover, we view each IT iitiative as a ivestmet target i a firm. A IT iitiative is served as a umbrella to cover the associated IT projects for the same strategic objectives as well as ivestmet purposes. I this paper, a IT iitiative specifically refers to a IT depedet strategic iitiative (Piccoli ad Ives, 5). Moreover, such a iitiative is defied as havig the idetifiable objectives that leads to sustaied improvemets or limits the erosios of a firm s competitive advatage. For example, a IT iitiative ca iclude buildig the iformatio systems or applicatios, such as ERP, CRM, etc., to geerate competitive advatage; these systems are ofte complicated to develop ad malleable to chage, makig the competitive imitatio slow, difficult, ad costly. I other words, a IT iitiative is depedet o the IT projects, sice it caot be implemeted util ecessary ad associated iformatio systems have bee successfully deployed. Not every IT iitiative ca provide may ivestmet choices. I practice, we observe that there are two types of IT iitiatives. Oe type is flexible ad the other is iflexible. I particular, the two types of IT iitiatives will provide very differet umbers of IT ivestmet choices. I a firm, most fiacial ivestmets are very flexible ad able to provide may choices. Hece, for example, a firm ca cosider choices of icreasig the amout of a stock ivestmet to capture greater ivestmet retur, or decreasig it i order to alleviate the potetial ivestmet loss. To IT ivestmet, however, may IT iitiatives ca oly provide few ivestmet choices. For example, if a IT iitiative is proposed to develop a iovative CRM system, a firm perhaps caot have ay choice, but oe full ivestmet choice, i order to capture ivestmet retur. This is primarily because such a ivestmet is ot very flexible, ad ay retur ca hardly be realized util the etire iitiative is completed. O the other had, if a IT iitiative is proposed for acquirig a Cloud-based CRM, the ivestmet i that IT iitiative ca be very flexible. Oe importat feature of cloud computig is the price elasticity (e.g., pay-as-you-go). This implies that such a ivestmet ca provide may choices based o a firm s demads. Moreover, certai web iitiatives (e.g., website developmet) ca also provide may ivestmet choices, sice they are able to be divided ito cycles ad thus beefit from the completio of early cycles. Therefore, we derive a propositio as follows. Propositio : If a firm ivests i a set of IT iitiatives with higher flexibility, it will have greater potetiality to capture a superior IT ivestmet allocatio. The diversity Characteristic of a IT Iitiative Portfolio We ow tur to ivestigatig the IT ivestmet allocatio strategy whe a firm has to ivest i a set of IT iitiatives with lower flexibility. I corporate ecoomics, diversificatio refers to the degree to which a firm is able to operate i lies of busiess. It is suggested that a ret-seekig firm ca diversify ad thus beefit from allocatig its excessive ecoomic resource more efficietly. For example, a firm ca icrease the diversity of its products ad beefit from the ecoomy of scope. Most importatly, the ratioale behid such a diversificatio strategy relies o a precoditio - the resource is ot very Proceedigs of the Nieteeth Americas Coferece o Iformatio Systems, Chicago, Illiois, August 5-7, 3.

3 flexible for use. For example, Perose (959) idicate that the idivisibility of resources preclude a firm from fidig the best way to use resource ad thus attai at a state of rest (i.e., a equilibrium positio where a firm ca hardly use its resources more profitably). Further, Teece (98) maitais that the resource idivisibility aloe ca seldom result i the resource use difficulty postulated by Perose, uless there is a frictio for the resource exteral trasfer. For example, if the resource has high liquidity ad thus marketable, a firm ca just sell the uused resource to the market. I such a situatio, the lik betwee a firm s diversificatio strategy ad the resource idivisibility ca seldom sustai. I short, corporate ecoomic strategists argue that diversificatio is helpful to overcomig the resource allocatio challeges posted by the resource lackig divisibility ad liquidity. I this paper, we defie the diversity as the dissimilarity of choices that a firm ca select from its set of IT iitiatives to decide its IT ivestmet portfolio. From a decisio-makig viewpoit, choice diversity implicates there are more opportuities to capture a better decisio. Accordig to the classical utility theory, the similarity betwee a pair of goods is cotiget o the margial utility associated with a set of goods cosumed. I other word, the dissimilarity betwee two goods ca be viewed as the degree to which the two goods are ot substitutable (Nehrig ad Puppe, ). Thus, if we view the goods as IT iitiatives, we ca reaso that a set of more diversified IT iitiatives ca provide more o-substitutable choices, ad thus we ca have a broader search rage for a better decisio. I additio, we observe that certai IT iitiatives are idivisible ad caot be sold to the market. Thus, if we regard a IT iitiative as the resource from the view of Perose ad Teece, we reaso that we should be able to apply the aalogous diversificatio idea to improvig a firm s IT ivestmet allocatio ad decisio makig. Not every two IT iitiatives ca preset the same ivestmet attributes, such as same cost, same retur, etc. As a result, ay two sets of IT iitiatives for a firm s ivestmet cosideratio will ivolve differet diversity degrees. For example, oe commo way adopted by may firms to classify IT iitiatives is to use the class of ru-the-busiess, grow-the-busiess, ad trasform-the-busiess. I a way, they respectively correspod to the class of low retur/risk, medium retur/risk, ad high retur/risk by the fiacial ivestmet classificatio. I prior IS literature, Weill ad Aral (6) also proposes a IT asset classificatio framework icludig trasactioal, iformatioal/strategic, ad ifrastructure classes, which also implicate that a set of IT iitiatives ca be differetiated by their dissimilarities. As a result, if a firm selects a set of IT iitiatives primarily from oly sigle class, we ca expect its IT ivestmet choice diversity aturally will be lower tha the choice diversify whe a firm selects a set of IT iitiatives from the three classes. Therefore, we derive a propositio as follows. Propositio : Whe a firm ivests i a set of IT iitiatives with lower flexibility, it will have greater potetiality to capture a superior IT ivestmet allocatio, if the set of IT iitiatives ivolves higher diversity. MODEL DESIGN AND DEVELOPMENT Our model aims to maximize the value of a set of selected IT iitiatives, give the accepted IT ivestmet risk ad budget limits. I other words, our selectio ratioale is grouded o the portfolio retur-risk balace ad retur-cost balace criteria. The cost (C), risk (R), ad value (V) are the mai decisio compoets followed by the risk limit ( R ) ad the budget limit ( C ). Accordigly, if P is a vector represetig a set of selected IT iitiatives, we ca derive a coceptual model as follows. Max V (P) () Subject to: R( P) R () C( P) C (3) (This model is for maximizig the value of a set of selected IT iitiatives, give the accepted IT ivestmet risk ad budget limits) Variable xi vi Defiitio IT iitiative decisio variable The NPV of IT iitiative i Proceedigs of the Nieteeth Americas Coferece o Iformatio Systems, Chicago, Illiois, August 5-7, 3. 3

4 ci ri C R P The cost of IT iitiative i The risk score of IT iitiative i The budget limit for the selected set of IT iitiatives The risk limit for the selected set of IT iitiatives A vector represetig a set of selected IT iitiatives Defiitios of Mathematical Notatio i the Model The Metrics ad modelig processes For IT iitiative cost estimatio, we adopt a itegrated approach. This itegrated cost will icluded the programmig costs, hardware/software costs, ad maagemet costs. Accordigly, the total cost of a set of selected IT iitiatives is as follows: C ( P ) = c x i i (4) For IT iitiative risk estimatio, we use a itegrated risk scorig approach. This itegrated risk will iclude the ecoomic risk factor (e.g., size, resource limits, etc.), the orgaizatioal risk factor (e.g., procedure chage, orgaizatioal maagemet chage, etc.), ad techological risk factor (e.g., lack of expertise, techology covexity, etc.) (McFarla, 98; Wallace ad Keil, 4). Thus, the total risk of a set of selected IT iitiatives is as follows: R( P) = r i x (5) i Regardig IT imitative value evaluatio, we apply a fiacial modelig approach - NPV. I prior IT portfolio related literature, the fiacial value is oe most importat value cosidered i a firm s ivestmet decisio (Kumar et al., 8). Hece, the total value of a set of selected IT iitiatives is as follows: V P ) = ( v x i i (6) As a result, by cosiderig fuctios (4)(5)(6), we ca derive a complete model as follows. Max V ( P ) = v i x i (7) Subject to: = i i R( P) r x R (8) = i i C( P) c x C (9) A use example is provided i appedix A Proceedigs of the Nieteeth Americas Coferece o Iformatio Systems, Chicago, Illiois, August 5-7, 3. 4

5 METHOD I this paper, we employ a itegrated research method that icorporates computatioal modelig ad data simulatio. I prior IS literature, the computatioal method is ofte adopted o the coditio that the sufficiet empirical evidece is too costly to collect (Gree at al., ; Na, ; Piramuthu ad Shaw, 998; Sikora ad Shaw, 988; Tu et al., 9). I additio, we use a certai amout of real-world IT iitiative data to iitialize the simulatio, so that we ca make our results more reliable ad more grouded i practice. The experimet desig I this paper, we seek to explore how the two portfolio characteristics flexibility ad diversity ca ifluece IT ivestmet allocatio. We desig two computatioal experimets for examiig our two propositios. I experimet, we aim to observe whether a set of IT iitiatives with high/low flexibility will ifluece the frequecy of geeratig a optimal ad superior portfolio choice from the proposed model (i.e. a choice of maximizig portfolio value, give accepted risk ad cost). We desig two scearios. I sceario, we assume that a set of IT iitiatives is composed of a set of divisible IT projects, which refers to a set of IT iitiatives with high flexibility. I sceario, we assume that a set of IT iitiatives is composed of a set of idivisible IT projects, which refers to a set of IT iitiatives with low flexibility. Accordigly, i the sceario, we set the real value for the decisio variable ( x ), ad i sceario we set the biary value for it. I experimet, we will i observe whether a set of iflexible IT iitiatives with high/low diversity will ifluece the frequecy of geeratig a optimal portfolio choice from the proposed model. We use three scearios to reflect three diversity degrees, ) the less-diversified, ) the medium-diversified, ad 3) the more-diversified sc. We operatioalize the diversity degree by varyig the dispersio degrees (σ) of IT imitative value, risk ad cost i the distributio. Moreover, we use the value/risk ratio to decide the superiority of IT ivestmet allocatio. This ratio is aalogous to the sharp ratio (Sharpe 994), which is a commo portfolio performace idex i fiace. First, we defie a threshold ratio, the ratio of the origial set of IT iitiatives before selectio. Next, we compute the ratio of the optimal IT ivestmet choice selected by the proposed optimizatio model. Fially, oly if the ratio of the optimal choice is greater tha that of the threshold ratio, we cout it as a superior IT ivestmet allocatio. Besides, we use differet budget cosideratios ad potetial risk tolerace levels. First, we radomly set the budget limits. A portfolio choice will be cosidered oly if its total cost is uder the budget. Secod, we assume that a firm will ted to gover its IT ivestmet risk ad thus we simulate a firm s potetial accepted risk levels as high, medium, ad low. If a firm s accepted risk for its IT ivestmet is low, ay portfolio choice whose risk is greater tha the 5% of the maximum possible portfolio risk will ot be take as superior; if a firm s accepted risk for its IT ivestmet is medium, ay portfolio choice whose risk is greater tha the 5% of the maximum possible portfolio risk will ot be take as superior; eve if a firm s accepted risk for its IT ivestmet is high, ay portfolio choice whose risk is greater tha the 75% of the maximum possible portfolio risk will still ot be take as superior. Data collectio For experimet iput, we use the simulated data combied with the real-word data. At first, we collect a data set of IT iitiatives from the busiess uits of a leadig compay i isurace ad fiace idustry. Each IT iitiative icludes value, risk, ad cost iformatio; the value iformatio is estimated by the compay s fiacial experts, ad risk ad cost iformatio are estimated by the maager of the busiess uit that proposes the IT iitiative for a strategic purpose. This compay also has a MIS uit for supportig the compay s geeral IS/IT fuctios. Next, we use the collected data set to calibrate the variatio degree of the simulated IT iitiatives. Specifically, we calculate the mathematical momets3 (i.e., mea ad stadard deviatio) of the IT iitiatives ad feed them to the Mote Carlo simulatio to propagate data, accordig to the ormal distributio (Gaussia distributio). We use a persoal computer (Itel Duo.8G CPU with 8GB RAM) to implemet the simulatio. RESULT The frequecy of geeratig a superior IT ivestmet choice for allocatio i the experimet ad experimet are show i table ad table. We ru 3 differet data sets for each of the iteratios, ad each set is composed of 3 IT iitiatives. The details of diversity scearios are listed i appedix B 3 The details of momets of real-world data are listed i appedix Proceedigs of the Nieteeth Americas Coferece o Iformatio Systems, Chicago, Illiois, August 5-7, 3. 5

6 I the bottom lies, we compute the overall average frequecies, their stadard deviatios i the paretheses, ad the overall average frequecy. Low accepted risk Medium accepted risk accepted risk Lower Lower Lower Iteratio Iteratio Iteratio Iteratio Iteratio Iteratio Iteratio Iteratio Iteratio Iteratio Sub Avg.(Std.). (.).47 (.3). (.).6578 (.63). (.) Overall =., Low Flexibly =.583 Table. Superior IT Ivestmet Choice Selectio Frequecy for Experimet Result.67 (.9) (Note: This result table is for examiig our propositio : if a firm ivests i a set of IT iitiatives with higher flexibility, it will have greater potetiality to capture a superior IT ivestmet allocatio. The Low, Medium, ad accepted risks refer to a firm s differet possible accepted risks toward IT ivestmet). Low accepted risk Medium accepted risk accepted risk Diversity Low Diversity Diversity Low Diversity Diversity Low Diversity Iteratio Iteratio Iteratio Iteratio Iteratio Iteratio Iteratio Iteratio Iteratio Iteratio Sub Avg. (Std.).633 (.3).933 (.4).7967 (.49).4333 (.).867 (.63) Overall Diversity =.7456, ad Low Diversity =.3678 Table. Superior IT Ivestmet Choice Selectio Frequecy for Experimet Result.3767 (.74) (Note: This result table is for examiig our propositio : whe a firm ivests i a set of IT iitiatives with lower flexibility, it will have greater potetiality to capture a superior IT ivestmet allocatio, if the set of IT iitiatives ivolves higher diversity. The Low, Medium, ad accepted risks refer to a firm s differet possible accepted risks toward IT ivestmet) Proceedigs of the Nieteeth Americas Coferece o Iformatio Systems, Chicago, Illiois, August 5-7, 3. 6

7 Summary of Fidigs The experimet results (table ) support our propositio. We propose that if a firm ivests i a set of IT iitiatives with higher flexibility, it will have greater potetiality to capture a superior IT ivestmet allocatio. As see i our summary of fidig (figure ), we ca fid that if a set of IT iitiatives ivolve high flexibility, the frequecy of capturig a superior IT ivestmet choice will be clearly higher tha the frequecy whe a set of IT iitiatives ivolve low flexibility. Figure. Summary of Experimet Result The experimet results (table ) also support our propositio. We propose that whe a firm ivests i a set of IT iitiatives with lower flexibility, it will have greater potetiality to capture a superior IT ivestmet allocatio, if the set of IT iitiatives ivolves higher diversity. As see i our summary of fidig (figure ), we ca fid that if a set of IT iitiatives ivolve low flexibility but high diversity, the frequecy of capturig a superior IT ivestmet choice will be clearly higher tha the frequecy whe a set of IT iitiatives ivolve low flexibility ad diversity. Figure. Summary of Experimet Result DISCUSSION Exercisig IT Iitiative flexibility to improve portfolio ivestmet allocatio From the corporate ecoomic perspective, a firm s value creatio is critically cotiget o both the strategy to allocate resources ad the strategy to evaluate ivestmet alteratives (Trigeorgis, 996). I prior IS literature, there is a stream of studies ivestigatig how to use the fiacial real-optios approaches to evaluate the alteratives (optios) of a IT ivestmet (Bearoch ad Kauffma, ; Fichma, 4). Oe well-kow example is that Bearoch ad Kauffma () apply the Black-Scholes model to reflect the uderestimated ivestmet value of a firm s electroic bakig etwork. I other words, the maagerial flexibility cocepts i these studies are directly liked to the optios of geeratig additioal Proceedigs of the Nieteeth Americas Coferece o Iformatio Systems, Chicago, Illiois, August 5-7, 3. 7

8 value (i.e., the future value) for a IT ivestmet. I fact, as Trigeorigis (996) argues, the maagerial flexibility provided by a IT ivestmet would brig to a firm aother beefit, i.e., the improvemet of ivestmet resource allocatio. I this paper, our fidigs show that, i terms of IT ivestmet allocatio, a set of flexible IT iitiatives is better tha that of a set of iflexible IT iitiatives. This implicates that a firm ca cosider exercisig the maagerial flexibility of deivestmet/re-ivestmet for certai IT iitiatives to improve the overall IT ivestmet allocatio for a portfolio. Namely, our fidigs complemet to the prior IS literature. Our fidigs reflect that the maagerial flexibility of a IT ivestmet is ot oly related to the future value for a IT ivestmet but also relevat to the overall ivestmet allocatio for a portfolio of IT iitiatives. Diversifyig IT iitiative choice to improve portfolio ivestmet allocatio For maagig IT iitiatives, the idea of diversificatio is ot oly helpful for reducig the risk, but also for allocatig a firm s ivestmet more efficietly i a portfolio. I prior IS research, the fiacial portfolio theories, such as the moder portfolio theory (Markowitz, 959) are ofte applied to addressig the issues related to IT portfolio maagemet. From the perspectives of such theories, a firm should diversify ivestmets i order to strike a average for mitigatig the risk of ivestmet, i.e., ot puttig all your eggs i oe basket. Strictly speakig, this beefit of ivestmet diversificatio is o the basis of a set of related ivestmets that are characterized by the mutual iterdepedecy. However, there is aother situatio where a set of ivestmets could be urelated ad characterized by the pooled iterdepedecy. For example, i corporate ecoomics, it is ofte argued that a firm should seek for diversifyig the urelated lies of busiess i order to capture the beefits of resource allocatio efficiecy. I this paper, our fidigs complemet the prior IT portfolio studies ad highlight the importace of diversifyig urelated IT ivestmet. Our result implicates that a diversified set of urelated IT iitiatives ca geerate a better portfolio ivestmet allocatio, sice each IT iitiative is mutually idepedet but share the similar pools of risk costrait ad budget costrait i our experimets. More importatly, we provide a importat reaso why a firm eeds to adopt a diversificatio strategy for a better portfolio performace, eve if its IT iitiatives have very low mutual iterdepedecies. CONCLUSION AND CONTRIBUTION This paper makes several cotributios to research ad practice. First, our portfolio-level fidigs, i terms of characterizig ad maagig of IT iitiatives as a collective, ca strogly complemet the prior IS research focused o idividual IT project ad thus advace theories pertaiig to IT goverace ad portfolio maagemet. Secod, our experimetal results highlight that a firm ca achieve better IT ivestmet allocatio by employig the maagerial flexibility of IT iitiative or diversifyig the selectio choice of IT iitiative. Third, we create the decisio model to support IT iitiative portfolio decisio-makig. I the past, the primary decisio model that firms could rely o was the fiacial portfolio models. Such models are ofte difficult to accommodate a firm s IT ivestmet cotext. A most obvious weakess, for example, is that the iput metrics of the fiacial portfolio models rely o the fiacial asset s historical price, which fails to traslate to the commo IT iitiative maagemet routies i a firm. Fially, we employ a itegrated research methodology that icorporates computatioal modelig, real-world data, ad simulatios, which would strogly complemet existig methodologies established i IS. I the future, we pla to ivestigate the characteristic-directed strategies for maagig IT iitiative portfolio ad it is a research topic of great eeds from both academic ad busiess commuities. REFERENCE. Bearoch, M., ad Kauffma, R.J. () Justifyig electroic bakig etwork expasio usig real optios aalysis, MIS Quarterly, 4,, Fichma, R. G. (4) Real optios ad IT platform adoptio: Implicatios for theory ad practice, Iformatio Systems Research, 5,, Geoffrio, A.M. Lagragia Relaxatio ad its Uses i Iteger Programmig., Mathematical Programmig Study,, pp:8-4, Gree, A., Kaa, K., ad Krisha, R. () O Evaluatig Iformatio Revelatio Policies i Procuremet Auctios: A Markov Decisio Process Approach, Iformatio System Research,,, Proceedigs of the Nieteeth Americas Coferece o Iformatio Systems, Chicago, Illiois, August 5-7, 3. 8

9 5. Kumar, R., ad Ajja, H., ad Niu, Y. (8) Iformatio techology Portfolio Maagemet, Iformatio Resource Maagemet Joural,,3, McFarla, F. W. (98) Portfolio approach to iformatio systems, Harvard Busiess Review, 59, 5, Markowitz, H.M. (959) Portfolio Selectio: Efficiet Diversificatio of Ivestmets. New York: Joh Wiley & Sos. 8. Na, N. () Capturig Bottom-Up Iformatio Techology Use Processes: A Complex Adaptive Systems Model, MIS Quarterly, 35,, Nehrig, K. ad Puppe, C. () A Theory of Diversity, Ecoometrica, 7, 3, Perose, E.T. (959) The Theory of the Growth of the Firm, New York: Joh Wiley&Sos,. Piccoli, G., ad Ives, B. (5) IT-Depedet Strategic Iitiatives ad Sustaied Competitive Advatage: A Review Ad Sythesis Of The Literature, MIS Quarterly, 9, 4, Piramuthu, S., H., M. J. Shaw (998) Usig Feature Costructio to Improve the Performace of Neural Networks, Maagemet Sciece, 44, 3, Sharpe, W. F. (994) The Sharpe Ratio, Joural of Portfolio Maagemet,,, Sikora, R. ad Shaw, M. (988) A Multi-Aget Framework for the Coordiatio ad Itegratio of Iformatio Systems, Maagemet Sciece, 44,, Teece, D.J. (98) Ecoomics of Scope ad the Scope of the Eterprise, Joural of Ecoomic Behavior ad Orgaizatio,, Trigeorgis, L. (996) Real-optios: Maagerial ad Strategy i Resource Allocatio. Cambridge, MA: MIT Press 7. Tu, Y.., Zhou, W, ad S. Piramuthu. (9) Idetifyig RFID-Embedded Objects i Pervasive Healthcare Applicatios, Decisio Support Systems, 46,, Wallace, L., ad Keil, M. (4) Software Project Risks ad their Effect o Outcomes, Commuicatios of the ACM 47, 4, Weill, P. ad Aral, S. (6) Geeratig Premium Returs o Your IT Ivestmets. MIT Sloa Maagemet Review, 47,, Proceedigs of the Nieteeth Americas Coferece o Iformatio Systems, Chicago, Illiois, August 5-7, 3. 9

10 APPENDIX A This example is adapted from a real-world case. We demostrate a small set of IT iitiatives, ad it is collected from a fiacial service uit of a isurace compay i the Midwest durig 9-. Id. Iitiative ame NPV Risk 4 Cost x JEE platform migratio $8 8 $49 x Mobile paymet pla $ 5 $38 x3 Cotract maagemet system upgrade $4 5 $46 x4 Payroll system upgrade $ 5 $39 x5 Uderwritig system upgrade $ 5 $58 x6 Life ad auto policy web iterface $5 4 $8 x7 Auity policy modificatio $ $9 x8 Cliet e-otice system $8 $9 x9 Partership e-credit pla $6 5 $3 x Electroic moey trasferrig gateway $6 7 $8 x Debt/ledig data aalysis pla (BI) $7 6 $3 Sum $9 46 $7 Table 3. The IT Iitiative Ivestmet Data Table I this example, we wat to select two best sets of IT iitiatives (a aggressive portfolio choice ad a coservative portfolio choice for the compay s ivestmet cosideratio; thus, the risk costraits ( R ) are set as 5% ad 75% of the highest risk score (46). I additio, we wat to cut ito half the total cost of the ivestmet, so the cost costrait ( C ) is set as 5% of the highest cost ($7). These settigs just follow the heuristics, ad the settigs i differet compaies would be very cotiget. Moreover, by usig our proposed model (7)(8)(9), we ca derive the followig optimizatio problem. Max (x*8+x*+ x*7)/9 () s.t. (x*8+x*5+ x*6)/46 R () (x*49+x*38+ x*3)/7 C () We the use a optimizatio software (LINDO) ad a persoal computer to solve ()()() ad derive the two best sets of IT iitiatives for a compay s aggressive portfolio choice ad coservative portfolio choices as follows. Portfolio choice Selected IT iitiatives NPV Risk Cost Coservative {x5,x6,x7,x8} $67 85 $4 Aggressive {x,x,x4,x5,x6,x7,x8,x9,x} $8 35 $34 Table 4. The IT Iitiative Portfolio Choice Results 4 The risk is estimated by usig a scorig approach (-). The lowest value o this spectrum idicates the iitiative is very low risk. The highest value o this spectrum idicates the iitiative is very risky; such scores should be reflective of the iitiative risk from a holistic ivestmet perspective (i.e., iclusive of the busiess, IT, etc. perspectives) Proceedigs of the Nieteeth Americas Coferece o Iformatio Systems, Chicago, Illiois, August 5-7, 3.

11 APPENDIX B Value ($) Cost ($) Risk (score) (µ, σ) (, 6) (, ) (5, 3) mi to max Table 5. Statistical descriptios of real-world data -Diversity: {Value ~N(µ, σ )= (, 6*6*3), *3), Risk score ~N(µ, σ )=(5, 3*3*3)} Cost ~N(µ, σ )=(, Low-Diversity: {Value ~N(µ, σ )= (, 6*6*.33), **.33), Risk ~N(µ, σ )=(5, 3*3*.33)} Cost ~N(µ, σ )=(, Table 6. The diversity scearios Proceedigs of the Nieteeth Americas Coferece o Iformatio Systems, Chicago, Illiois, August 5-7, 3.

Models of Asset Pricing

Models of Asset Pricing APPENDIX 1 TO CHAPTER 4 Models of Asset Pricig I this appedix, we first examie why diversificatio, the holdig of may risky assets i a portfolio, reduces the overall risk a ivestor faces. The we will see

More information

Models of Asset Pricing

Models of Asset Pricing APPENDIX 1 TO CHAPTER4 Models of Asset Pricig I this appedix, we first examie why diversificatio, the holdig of may risky assets i a portfolio, reduces the overall risk a ivestor faces. The we will see

More information

A Technical Description of the STARS Efficiency Rating System Calculation

A Technical Description of the STARS Efficiency Rating System Calculation A Techical Descriptio of the STARS Efficiecy Ratig System Calculatio The followig is a techical descriptio of the efficiecy ratig calculatio process used by the Office of Superitedet of Public Istructio

More information

Appendix 1 to Chapter 5

Appendix 1 to Chapter 5 Appedix 1 to Chapter 5 Models of Asset Pricig I Chapter 4, we saw that the retur o a asset (such as a bod) measures how much we gai from holdig that asset. Whe we make a decisio to buy a asset, we are

More information

III. RESEARCH METHODS. Riau Province becomes the main area in this research on the role of pulp

III. RESEARCH METHODS. Riau Province becomes the main area in this research on the role of pulp III. RESEARCH METHODS 3.1 Research Locatio Riau Provice becomes the mai area i this research o the role of pulp ad paper idustry. The decisio o Riau Provice was supported by several facts: 1. The largest

More information

Models of Asset Pricing

Models of Asset Pricing 4 Appedix 1 to Chapter Models of Asset Pricig I this appedix, we first examie why diversificatio, the holdig of may risky assets i a portfolio, reduces the overall risk a ivestor faces. The we will see

More information

Productivity depending risk minimization of production activities

Productivity depending risk minimization of production activities Productivity depedig risk miimizatio of productio activities GEORGETTE KANARACHOU, VRASIDAS LEOPOULOS Productio Egieerig Sectio Natioal Techical Uiversity of Athes, Polytechioupolis Zografou, 15780 Athes

More information

Statistics for Economics & Business

Statistics for Economics & Business Statistics for Ecoomics & Busiess Cofidece Iterval Estimatio Learig Objectives I this chapter, you lear: To costruct ad iterpret cofidece iterval estimates for the mea ad the proportio How to determie

More information

The Time Value of Money in Financial Management

The Time Value of Money in Financial Management The Time Value of Moey i Fiacial Maagemet Muteau Irea Ovidius Uiversity of Costata irea.muteau@yahoo.com Bacula Mariaa Traia Theoretical High School, Costata baculamariaa@yahoo.com Abstract The Time Value

More information

EU ETS Hearing, European Parliament Xavier Labandeira, FSR Climate (EUI)

EU ETS Hearing, European Parliament Xavier Labandeira, FSR Climate (EUI) EU ETS Hearig, Europea Parliamet Xavier Labadeira, FSR Climate (EUI) 0. Thaks Chairma, MEPs. Thak you very much for ivitig me here today. I am hoored to participate i the work of a Committee whose previous

More information

of Asset Pricing R e = expected return

of Asset Pricing R e = expected return Appedix 1 to Chapter 5 Models of Asset Pricig EXPECTED RETURN I Chapter 4, we saw that the retur o a asset (such as a bod) measures how much we gai from holdig that asset. Whe we make a decisio to buy

More information

of Asset Pricing APPENDIX 1 TO CHAPTER EXPECTED RETURN APPLICATION Expected Return

of Asset Pricing APPENDIX 1 TO CHAPTER EXPECTED RETURN APPLICATION Expected Return APPENDIX 1 TO CHAPTER 5 Models of Asset Pricig I Chapter 4, we saw that the retur o a asset (such as a bod) measures how much we gai from holdig that asset. Whe we make a decisio to buy a asset, we are

More information

CAPITAL PROJECT SCREENING AND SELECTION

CAPITAL PROJECT SCREENING AND SELECTION CAPITAL PROJECT SCREEIG AD SELECTIO Before studyig the three measures of ivestmet attractiveess, we will review a simple method that is commoly used to scree capital ivestmets. Oe of the primary cocers

More information

CAPITAL ASSET PRICING MODEL

CAPITAL ASSET PRICING MODEL CAPITAL ASSET PRICING MODEL RETURN. Retur i respect of a observatio is give by the followig formula R = (P P 0 ) + D P 0 Where R = Retur from the ivestmet durig this period P 0 = Curret market price P

More information

1031 Tax-Deferred Exchanges

1031 Tax-Deferred Exchanges 1031 Tax-Deferred Exchages About the Authors Arold M. Brow Seior Maagig Director, Head of 1031 Tax-Deferred Exchage Services, MB Fiacial Deferred Exchage Corporatio Arold M. Brow is the Seior Maagig Director

More information

Subject CT5 Contingencies Core Technical. Syllabus. for the 2011 Examinations. The Faculty of Actuaries and Institute of Actuaries.

Subject CT5 Contingencies Core Technical. Syllabus. for the 2011 Examinations. The Faculty of Actuaries and Institute of Actuaries. Subject CT5 Cotigecies Core Techical Syllabus for the 2011 Examiatios 1 Jue 2010 The Faculty of Actuaries ad Istitute of Actuaries Aim The aim of the Cotigecies subject is to provide a groudig i the mathematical

More information

Anomaly Correction by Optimal Trading Frequency

Anomaly Correction by Optimal Trading Frequency Aomaly Correctio by Optimal Tradig Frequecy Yiqiao Yi Columbia Uiversity September 9, 206 Abstract Uder the assumptio that security prices follow radom walk, we look at price versus differet movig averages.

More information

Mine Closure Risk Assessment A living process during the operation

Mine Closure Risk Assessment A living process during the operation Tailigs ad Mie Waste 2017 Baff, Alberta, Caada Mie Closure Risk Assessmet A livig process durig the operatio Cristiá Marambio Golder Associates Closure chroology Chilea reality Gov. 1997 Evirometal basis

More information

Institute of Actuaries of India Subject CT5 General Insurance, Life and Health Contingencies

Institute of Actuaries of India Subject CT5 General Insurance, Life and Health Contingencies Istitute of Actuaries of Idia Subject CT5 Geeral Isurace, Life ad Health Cotigecies For 2017 Examiatios Aim The aim of the Cotigecies subject is to provide a groudig i the mathematical techiques which

More information

The ROI of Ellie Mae s Encompass All-In-One Mortgage Management Solution

The ROI of Ellie Mae s Encompass All-In-One Mortgage Management Solution The ROI of Ellie Mae s Ecompass All-I-Oe Mortgage Maagemet Solutio MAY 2017 Legal Disclaimer All iformatio cotaied withi this study is for iformatioal purposes oly. Neither Ellie Mae, Ic. or MarketWise

More information

Securely managed insurance solutions. Protected Cell, Incorporated Cell and Segregated Account facilities

Securely managed insurance solutions. Protected Cell, Incorporated Cell and Segregated Account facilities Securely maaged isurace solutios Protected Cell, Icorporated Cell ad Segregated Accout facilities About us White Rock is a uique ad leadig group of isurace ad reisurace vehicles with operatios i a umber

More information

First determine the payments under the payment system

First determine the payments under the payment system Corporate Fiace February 5, 2008 Problem Set # -- ANSWERS Klick. You wi a judgmet agaist a defedat worth $20,000,000. Uder state law, the defedat has the right to pay such a judgmet out over a 20 year

More information

Securely managed insurance solutions. White Rock Netherlands Protected Cell Company

Securely managed insurance solutions. White Rock Netherlands Protected Cell Company Securely maaged isurace solutios White Rock Netherlads Protected Cell Compay About us White Rock is a uique ad leadig group of isurace ad reisurace vehicles with operatios i a umber of key domiciles icludig

More information

Securely managed insurance solutions. Protected Cell, Incorporated Cell and Segregated Account facilities

Securely managed insurance solutions. Protected Cell, Incorporated Cell and Segregated Account facilities Securely maaged isurace solutios Protected Cell, Icorporated Cell ad Segregated Accout facilities About us White Rock is a uique ad leadig group of isurace ad reisurace vehicles with operatios i a umber

More information

Monopoly vs. Competition in Light of Extraction Norms. Abstract

Monopoly vs. Competition in Light of Extraction Norms. Abstract Moopoly vs. Competitio i Light of Extractio Norms By Arkadi Koziashvili, Shmuel Nitza ad Yossef Tobol Abstract This ote demostrates that whether the market is competitive or moopolistic eed ot be the result

More information

Subject CT1 Financial Mathematics Core Technical Syllabus

Subject CT1 Financial Mathematics Core Technical Syllabus Subject CT1 Fiacial Mathematics Core Techical Syllabus for the 2018 exams 1 Jue 2017 Subject CT1 Fiacial Mathematics Core Techical Aim The aim of the Fiacial Mathematics subject is to provide a groudig

More information

Securely managed insurance solutions. Protected Cell, Incorporated Cell and Segregated Account facilities

Securely managed insurance solutions. Protected Cell, Incorporated Cell and Segregated Account facilities Securely maaged isurace solutios Protected Cell, Icorporated Cell ad Segregated Accout facilities About us White Rock is a uique ad leadig group of isurace ad reisurace vehicles with operatios i a umber

More information

Overlapping Generations

Overlapping Generations Eco. 53a all 996 C. Sims. troductio Overlappig Geeratios We wat to study how asset markets allow idividuals, motivated by the eed to provide icome for their retiremet years, to fiace capital accumulatio

More information

Estimating Proportions with Confidence

Estimating Proportions with Confidence Aoucemets: Discussio today is review for midterm, o credit. You may atted more tha oe discussio sectio. Brig sheets of otes ad calculator to midterm. We will provide Scatro form. Homework: (Due Wed Chapter

More information

Optimal Risk Classification and Underwriting Risk for Substandard Annuities

Optimal Risk Classification and Underwriting Risk for Substandard Annuities 1 Optimal Risk Classificatio ad Uderwritig Risk for Substadard Auities Nadie Gatzert, Uiversity of Erlage-Nürberg Gudru Hoerma, Muich Hato Schmeiser, Istitute of Isurace Ecoomics, Uiversity of St. Galle

More information

STRAND: FINANCE. Unit 3 Loans and Mortgages TEXT. Contents. Section. 3.1 Annual Percentage Rate (APR) 3.2 APR for Repayment of Loans

STRAND: FINANCE. Unit 3 Loans and Mortgages TEXT. Contents. Section. 3.1 Annual Percentage Rate (APR) 3.2 APR for Repayment of Loans CMM Subject Support Strad: FINANCE Uit 3 Loas ad Mortgages: Text m e p STRAND: FINANCE Uit 3 Loas ad Mortgages TEXT Cotets Sectio 3.1 Aual Percetage Rate (APR) 3.2 APR for Repaymet of Loas 3.3 Credit Purchases

More information

BUSINESS PLAN IMMUNE TO RISKY SITUATIONS

BUSINESS PLAN IMMUNE TO RISKY SITUATIONS BUSINESS PLAN IMMUNE TO RISKY SITUATIONS JOANNA STARCZEWSKA, ADVISORY BUSINESS SOLUTIONS MANAGER RISK CENTER OF EXCELLENCE EMEA/AP ATHENS, 13TH OF MARCH 2015 FINANCE CHALLENGES OF MANY FINANCIAL DEPARTMENTS

More information

Build on Our Expertise. Grow your mortgage business with PNC Partnership Solutions, LLC

Build on Our Expertise. Grow your mortgage business with PNC Partnership Solutions, LLC Build o Our Expertise Grow your mortgage busiess with PNC Partership Solutios, LLC Partership Solutios 1 To some, ew obstacles. For you, ew opportuities. The mortgage ladscape has chaged i recet years,

More information

FINM6900 Finance Theory How Is Asymmetric Information Reflected in Asset Prices?

FINM6900 Finance Theory How Is Asymmetric Information Reflected in Asset Prices? FINM6900 Fiace Theory How Is Asymmetric Iformatio Reflected i Asset Prices? February 3, 2012 Referece S. Grossma, O the Efficiecy of Competitive Stock Markets where Traders Have Diverse iformatio, Joural

More information

Structuring the Selling Employee/ Shareholder Transition Period Payments after a Closely Held Company Acquisition

Structuring the Selling Employee/ Shareholder Transition Period Payments after a Closely Held Company Acquisition Icome Tax Isights Structurig the Sellig Employee/ Shareholder Trasitio Period Paymets after a Closely Held Compay Acquisitio Robert F. Reilly, CPA Corporate acquirers ofte acquire closely held target compaies.

More information

REINSURANCE ALLOCATING RISK

REINSURANCE ALLOCATING RISK 6REINSURANCE Reisurace is a risk maagemet tool used by isurers to spread risk ad maage capital. The isurer trasfers some or all of a isurace risk to aother isurer. The isurer trasferrig the risk is called

More information

The roll-out of the Jobcentre Plus Office network

The roll-out of the Jobcentre Plus Office network Departmet for Work ad Pesios The roll-out of the Jobcetre Plus Office etwork REPORT BY THE COMPTROLLER AND AUDITOR GENERAL HC 346 Sessio 2007-2008 22 February 2008 SummARy What is the Jobcetre Plus roll-out?

More information

NPTEL DEPARTMENT OF INDUSTRIAL AND MANAGEMENT ENGINEERING IIT KANPUR QUANTITATIVE FINANCE END-TERM EXAMINATION (2015 JULY-AUG ONLINE COURSE)

NPTEL DEPARTMENT OF INDUSTRIAL AND MANAGEMENT ENGINEERING IIT KANPUR QUANTITATIVE FINANCE END-TERM EXAMINATION (2015 JULY-AUG ONLINE COURSE) NPTEL DEPARTMENT OF INDUSTRIAL AND MANAGEMENT ENGINEERING IIT KANPUR QUANTITATIVE FINANCE END-TERM EXAMINATION (2015 JULY-AUG ONLINE COURSE) READ THE INSTRUCTIONS VERY CAREFULLY 1) Time duratio is 2 hours

More information

1 Random Variables and Key Statistics

1 Random Variables and Key Statistics Review of Statistics 1 Radom Variables ad Key Statistics Radom Variable: A radom variable is a variable that takes o differet umerical values from a sample space determied by chace (probability distributio,

More information

living well in retirement Adjusting Your Annuity Income Your Payment Flexibilities

living well in retirement Adjusting Your Annuity Income Your Payment Flexibilities livig well i retiremet Adjustig Your Auity Icome Your Paymet Flexibilities what s iside 2 TIAA Traditioal auity Icome 4 TIAA ad CREF Variable Auity Icome 7 Choices for Adjustig Your Auity Icome 7 Auity

More information

Dr. Maddah ENMG 624 Financial Eng g I 03/22/06. Chapter 6 Mean-Variance Portfolio Theory

Dr. Maddah ENMG 624 Financial Eng g I 03/22/06. Chapter 6 Mean-Variance Portfolio Theory Dr Maddah ENMG 64 Fiacial Eg g I 03//06 Chapter 6 Mea-Variace Portfolio Theory Sigle Period Ivestmets Typically, i a ivestmet the iitial outlay of capital is kow but the retur is ucertai A sigle-period

More information

Binomial Model. Stock Price Dynamics. The Key Idea Riskless Hedge

Binomial Model. Stock Price Dynamics. The Key Idea Riskless Hedge Biomial Model Stock Price Dyamics The value of a optio at maturity depeds o the price of the uderlyig stock at maturity. The value of the optio today depeds o the expected value of the optio at maturity

More information

Client Guide. managed by CI Investments Inc. issued by Sun Life Assurance Company of Canada

Client Guide. managed by CI Investments Inc. issued by Sun Life Assurance Company of Canada Cliet Guide maaged by CI Ivestmets Ic. issued by Su Life Assurace Compay of Caada SuWise Elite offers a comprehesive lieup of ivestmet choices SuWise Elite is a multi-asset, multi-maager, multi-style lieup

More information

The Comparative Financial Managerial Performance of U.S. Firms and Chinese Firms

The Comparative Financial Managerial Performance of U.S. Firms and Chinese Firms Joural of Fiace ad Ivestmet Aalysis, vol.1, o.2, 2012, 119-135 ISSN: 2241-0988 (prit versio), 2241-0996 (olie) Iteratioal Scietific Press, 2012 The Comparative Fiacial Maagerial Performace of U.S. Firms

More information

Linear Programming for Portfolio Selection Based on Fuzzy Decision-Making Theory

Linear Programming for Portfolio Selection Based on Fuzzy Decision-Making Theory The Teth Iteratioal Symposium o Operatios Research ad Its Applicatios (ISORA 2011 Duhuag, Chia, August 28 31, 2011 Copyright 2011 ORSC & APORC, pp. 195 202 Liear Programmig for Portfolio Selectio Based

More information

We learned: $100 cash today is preferred over $100 a year from now

We learned: $100 cash today is preferred over $100 a year from now Recap from Last Week Time Value of Moey We leared: $ cash today is preferred over $ a year from ow there is time value of moey i the form of willigess of baks, busiesses, ad people to pay iterest for its

More information

Pension Annuity. Policy Conditions Document reference: PPAS1(6) This is an important document. Please keep it in a safe place.

Pension Annuity. Policy Conditions Document reference: PPAS1(6) This is an important document. Please keep it in a safe place. Pesio Auity Policy Coditios Documet referece: PPAS1(6) This is a importat documet. Please keep it i a safe place. Pesio Auity Policy Coditios Welcome to LV=, ad thak you for choosig our Pesio Auity. These

More information

An Empirical Study of the Behaviour of the Sample Kurtosis in Samples from Symmetric Stable Distributions

An Empirical Study of the Behaviour of the Sample Kurtosis in Samples from Symmetric Stable Distributions A Empirical Study of the Behaviour of the Sample Kurtosis i Samples from Symmetric Stable Distributios J. Marti va Zyl Departmet of Actuarial Sciece ad Mathematical Statistics, Uiversity of the Free State,

More information

An Empirical Study on the Contribution of Foreign Trade to the Economic Growth of Jiangxi Province, China

An Empirical Study on the Contribution of Foreign Trade to the Economic Growth of Jiangxi Province, China usiess, 21, 2, 183-187 doi:1.4236/ib.21.2222 Published Olie Jue 21 (http://www.scirp.org/joural/ib) 183 A Empirical Study o the Cotributio of Foreig Trade to the Ecoomic Growth of Jiagxi Provice, Chia

More information

REITInsight. In this month s REIT Insight:

REITInsight. In this month s REIT Insight: REITIsight Newsletter February 2014 REIT Isight is a mothly market commetary by Resource Real Estate's Global Portfolio Maager, Scott Crowe. It discusses our perspectives o major evets ad treds i real

More information

Optimizing of the Investment Structure of the Telecommunication Sector Company

Optimizing of the Investment Structure of the Telecommunication Sector Company Iteratioal Joural of Ecoomics ad Busiess Admiistratio Vol. 1, No. 2, 2015, pp. 59-70 http://www.aisciece.org/joural/ijeba Optimizig of the Ivestmet Structure of the Telecommuicatio Sector Compay P. N.

More information

PPI Investment Advice

PPI Investment Advice Tailored property advice ad solutios PPI Ivestmet Advice www.ppiivestmetadvice.com.au portfoliopropertyivestmets.com.au/propertycoach AFSL umber 276 895 PPI, chagig the property ivestig ladscape! Everythig

More information

Chapter 11 Appendices: Review of Topics from Foundations in Finance and Tables

Chapter 11 Appendices: Review of Topics from Foundations in Finance and Tables Chapter 11 Appedices: Review of Topics from Foudatios i Fiace ad Tables A: INTRODUCTION The expressio Time is moey certaily applies i fiace. People ad istitutios are impatiet; they wat moey ow ad are geerally

More information

Driver s. 1st Gear: Determine your asset allocation strategy.

Driver s. 1st Gear: Determine your asset allocation strategy. Delaware North 401(k) PLAN The Driver s Guide The fial step o your road to erollig i the Delaware North 401(k) Pla. At this poit, you re ready to take the wheel ad set your 401(k) i motio. Now all that

More information

5. Best Unbiased Estimators

5. Best Unbiased Estimators Best Ubiased Estimators http://www.math.uah.edu/stat/poit/ubiased.xhtml 1 of 7 7/16/2009 6:13 AM Virtual Laboratories > 7. Poit Estimatio > 1 2 3 4 5 6 5. Best Ubiased Estimators Basic Theory Cosider agai

More information

Where a business has two competing investment opportunities the one with the higher NPV should be selected.

Where a business has two competing investment opportunities the one with the higher NPV should be selected. Where a busiess has two competig ivestmet opportuities the oe with the higher should be selected. Logically the value of a busiess should be the sum of all of the projects which it has i operatio at the

More information

A New Approach to Obtain an Optimal Solution for the Assignment Problem

A New Approach to Obtain an Optimal Solution for the Assignment Problem Iteratioal Joural of Sciece ad Research (IJSR) ISSN (Olie): 231-7064 Idex Copericus Value (2013): 6.14 Impact Factor (2015): 6.31 A New Approach to Obtai a Optimal Solutio for the Assigmet Problem A. Seethalakshmy

More information

(Zip Code) OR. (State)

(Zip Code) OR. (State) Uiform Applicatio for Ivestmet Adviser Registratio Part II - Page 1 Name of Ivestmet Adviser: Stephe Craig Schulmerich Address: (Number ad Street) 10260 SW Greeburg Rd. Ste 00 (State) (City) Portlad (Zip

More information

Sampling Distributions and Estimation

Sampling Distributions and Estimation Cotets 40 Samplig Distributios ad Estimatio 40.1 Samplig Distributios 40. Iterval Estimatio for the Variace 13 Learig outcomes You will lear about the distributios which are created whe a populatio is

More information

14.30 Introduction to Statistical Methods in Economics Spring 2009

14.30 Introduction to Statistical Methods in Economics Spring 2009 MIT OpeCourseWare http://ocwmitedu 430 Itroductio to Statistical Methods i Ecoomics Sprig 009 For iformatio about citig these materials or our Terms of Use, visit: http://ocwmitedu/terms 430 Itroductio

More information

43. A 000 par value 5-year bod with 8.0% semiaual coupos was bought to yield 7.5% covertible semiaually. Determie the amout of premium amortized i the 6 th coupo paymet. (A).00 (B).08 (C).5 (D).5 (E).34

More information

Reach higher with all of US

Reach higher with all of US Reach higher with all of US Reach higher with all of US No matter the edeavor, assemblig experieced people with the right tools ehaces your chaces for success. Whe it comes to reachig your fiacial goals,

More information

Risk Assessment for Project Plan Collapse

Risk Assessment for Project Plan Collapse 518 Proceedigs of the 8th Iteratioal Coferece o Iovatio & Maagemet Risk Assessmet for Project Pla Collapse Naoki Satoh 1, Hiromitsu Kumamoto 2, Norio Ohta 3 1. Wakayama Uiversity, Wakayama Uiv., Sakaedai

More information

Guide for. Plan Sponsors. Roth 401(k) get retirement right

Guide for. Plan Sponsors. Roth 401(k) get retirement right Uited of Omaha Life Isurace Compay Compaio Life Isurace Compay mutual of omaha retiremet services Roth 401(k) Guide for Pla Sposors MUGC8764_0210 get retiremet right roth 401(k) expads your optios Drive

More information

Execution Risk Management at Wachovia Yousef Valine

Execution Risk Management at Wachovia Yousef Valine Executio at Wachovia Yousef Valie Head of Istitutioal Group ad COO, Wachovia Corporatio 1 Ageda Why We Care About Executio Our Approach Accomplishmets Aligmet with AMA ad Operatioal Why We Care About Executio

More information

CHAPTER 2 PRICING OF BONDS

CHAPTER 2 PRICING OF BONDS CHAPTER 2 PRICING OF BONDS CHAPTER SUARY This chapter will focus o the time value of moey ad how to calculate the price of a bod. Whe pricig a bod it is ecessary to estimate the expected cash flows ad

More information

Companies COMPANIES BUILDING ON A SOLID FOUNDATION. 1 Intrust Manx

Companies COMPANIES BUILDING ON A SOLID FOUNDATION. 1 Intrust Manx Compaies COMPANIES BUILDING ON A SOLID FOUNDATION 1 Itrust Max Itrust Max Limited Itrust (Max) Limited is based i Douglas, Isle of Ma. Our objective is to provide a bespoke, flexible, cost-effective, efficiet

More information

SETTING GATES IN THE STOCHASTIC PROJECT SCHEDULING PROBLEM USING CROSS ENTROPY

SETTING GATES IN THE STOCHASTIC PROJECT SCHEDULING PROBLEM USING CROSS ENTROPY 19 th Iteratioal Coferece o Productio Research SETTING GATES IN THE STOCHASTIC PROJECT SCHEDULING PROBLEM USING CROSS ENTROPY I. Bedavid, B. Golay Faculty of Idustrial Egieerig ad Maagemet, Techio Israel

More information

for a secure Retirement Foundation Gold (ICC11 IDX3)* *Form number and availability may vary by state.

for a secure Retirement Foundation Gold (ICC11 IDX3)* *Form number and availability may vary by state. for a secure Retiremet Foudatio Gold (ICC11 IDX3)* *Form umber ad availability may vary by state. Where Will Your Retiremet Dollars Take You? RETIREMENT PROTECTION ASSURING YOUR LIFESTYLE As Americas,

More information

Quarterly Update First Quarter 2018

Quarterly Update First Quarter 2018 EDWARD JONES ADVISORY SOLUTIONS Quarterly Update First Quarter 2018 www.edwardjoes.com Member SIPC Key Steps to Fiacial Success We Use a Established Process 5 HOW CAN I STAY ON TRACK? 4 HOW DO I GET THERE?

More information

KEY INFORMATION DOCUMENT CFD s Generic

KEY INFORMATION DOCUMENT CFD s Generic KEY INFORMATION DOCUMENT CFD s Geeric KEY INFORMATION DOCUMENT - CFDs Geeric Purpose This documet provides you with key iformatio about this ivestmet product. It is ot marketig material ad it does ot costitute

More information

Research Article The Probability That a Measurement Falls within a Range of n Standard Deviations from an Estimate of the Mean

Research Article The Probability That a Measurement Falls within a Range of n Standard Deviations from an Estimate of the Mean Iteratioal Scholarly Research Network ISRN Applied Mathematics Volume 0, Article ID 70806, 8 pages doi:0.540/0/70806 Research Article The Probability That a Measuremet Falls withi a Rage of Stadard Deviatios

More information

EC426 Class 5, Question 3: Is there a case for eliminating commodity taxation? Bianca Mulaney November 3, 2016

EC426 Class 5, Question 3: Is there a case for eliminating commodity taxation? Bianca Mulaney November 3, 2016 EC426 Class 5, Questio 3: Is there a case for elimiatig commodity taxatio? Biaca Mulaey November 3, 2016 Aswer: YES Why? Atkiso & Stiglitz: differetial commodity taxatio is ot optimal i the presece of

More information

Multi-Criteria Flow-Shop Scheduling Optimization

Multi-Criteria Flow-Shop Scheduling Optimization Multi-Criteria Flow-Shop Schedulig Optimizatio A Seior Project Submitted I Partial Fulfillmet Of the Requiremets for the Degree of Bachelor of Sciece i Idustrial Egieerig Preseted to: The Faculty of Califoria

More information

Success through excellence!

Success through excellence! IIPC Cosultig AG IRR Attributio Date: November 2011 Date: November 2011 - Slide 1 Ageda Itroductio Calculatio of IRR Cotributio to IRR IRR attributio Hypothetical example Simple example for a IRR implemetatio

More information

Lecture 4: Probability (continued)

Lecture 4: Probability (continued) Lecture 4: Probability (cotiued) Desity Curves We ve defied probabilities for discrete variables (such as coi tossig). Probabilities for cotiuous or measuremet variables also are evaluated usig relative

More information

When you click on Unit V in your course, you will see a TO DO LIST to assist you in starting your course.

When you click on Unit V in your course, you will see a TO DO LIST to assist you in starting your course. UNIT V STUDY GUIDE Percet Notatio Course Learig Outcomes for Uit V Upo completio of this uit, studets should be able to: 1. Write three kids of otatio for a percet. 2. Covert betwee percet otatio ad decimal

More information

Cost Benefit Analysis for Public E-services Investment Projects

Cost Benefit Analysis for Public E-services Investment Projects Cost Beefit Aalysis for Public E-services Ivestmet Projects DRD. LUCIAN PĂUNA Departmet of Ecoomic Cyberetics Academy of Ecoomic Studies Bucharest, Adria Carstea 75, bl. 35, ap. 39, sector 3 paualucia@yahoo.com

More information

Proceedings of the 5th WSEAS Int. Conf. on SIMULATION, MODELING AND OPTIMIZATION, Corfu, Greece, August 17-19, 2005 (pp )

Proceedings of the 5th WSEAS Int. Conf. on SIMULATION, MODELING AND OPTIMIZATION, Corfu, Greece, August 17-19, 2005 (pp ) Proceedigs of the 5th WSEAS It. Cof. o SIMULATION, MODELING AND OPTIMIZATION, Corfu, Greece, August 7-9, 005 (pp488-49 Realized volatility estimatio: ew simulatio approach ad empirical study results JULIA

More information

Valuing Real Options in Incomplete Markets

Valuing Real Options in Incomplete Markets Valuig Real Optios i Icomplete Markets Bert De Reyck, Zeger Degraeve, ad Jae Gustafsso * Lodo Busiess School, Reget s Park, Lodo NW 4SA, Uited Kigdom E-mail: bdereyck@lodo.edu, zdegraeve@lodo.edu, gustafsso@lodo.edu

More information

1 Estimating sensitivities

1 Estimating sensitivities Copyright c 27 by Karl Sigma 1 Estimatig sesitivities Whe estimatig the Greeks, such as the, the geeral problem ivolves a radom variable Y = Y (α) (such as a discouted payoff) that depeds o a parameter

More information

Forecasting bad debt losses using clustering algorithms and Markov chains

Forecasting bad debt losses using clustering algorithms and Markov chains Forecastig bad debt losses usig clusterig algorithms ad Markov chais Robert J. Till Experia Ltd Lambert House Talbot Street Nottigham NG1 5HF {Robert.Till@uk.experia.com} Abstract Beig able to make accurate

More information

Game Theory. Lecture Notes By Y. Narahari. Department of Computer Science and Automation Indian Institute of Science Bangalore, India July 2012

Game Theory. Lecture Notes By Y. Narahari. Department of Computer Science and Automation Indian Institute of Science Bangalore, India July 2012 Game Theory Lecture Notes By Y. Narahari Departmet of Computer Sciece ad Automatio Idia Istitute of Sciece Bagalore, Idia July 01 Chapter 4: Domiat Strategy Equilibria Note: This is a oly a draft versio,

More information

Decision Science Letters

Decision Science Letters Decisio Sciece Letters 3 (214) 35 318 Cotets lists available at GrowigSciece Decisio Sciece Letters homepage: www.growigsciece.com/dsl Possibility theory for multiobective fuzzy radom portfolio optimizatio

More information

Faculdade de Economia da Universidade de Coimbra

Faculdade de Economia da Universidade de Coimbra Faculdade de Ecoomia da Uiversidade de Coimbra Grupo de Estudos Moetários e Fiaceiros (GEMF) Av. Dias da Silva, 65 300-5 COIMBRA, PORTUGAL gemf@fe.uc.pt http://www.uc.pt/feuc/gemf PEDRO GODINHO Estimatig

More information

APPLICATION OF GEOMETRIC SEQUENCES AND SERIES: COMPOUND INTEREST AND ANNUITIES

APPLICATION OF GEOMETRIC SEQUENCES AND SERIES: COMPOUND INTEREST AND ANNUITIES APPLICATION OF GEOMETRIC SEQUENCES AND SERIES: COMPOUND INTEREST AND ANNUITIES Example: Brado s Problem Brado, who is ow sixtee, would like to be a poker champio some day. At the age of twety-oe, he would

More information

CHAPTER 8 Estimating with Confidence

CHAPTER 8 Estimating with Confidence CHAPTER 8 Estimatig with Cofidece 8.2 Estimatig a Populatio Proportio The Practice of Statistics, 5th Editio Stares, Tabor, Yates, Moore Bedford Freema Worth Publishers Estimatig a Populatio Proportio

More information

Online appendices from The xva Challenge by Jon Gregory. APPENDIX 10A: Exposure and swaption analogy.

Online appendices from The xva Challenge by Jon Gregory. APPENDIX 10A: Exposure and swaption analogy. APPENDIX 10A: Exposure ad swaptio aalogy. Sorese ad Bollier (1994), effectively calculate the CVA of a swap positio ad show this ca be writte as: CVA swap = LGD V swaptio (t; t i, T) PD(t i 1, t i ). i=1

More information

CAPITALIZATION (PREVENTION) OF PAYMENT PAYMENTS WITH PERIOD OF DIFFERENT MATURITY FROM THE PERIOD OF PAYMENTS

CAPITALIZATION (PREVENTION) OF PAYMENT PAYMENTS WITH PERIOD OF DIFFERENT MATURITY FROM THE PERIOD OF PAYMENTS Iteratioal Joural of Ecoomics, Commerce ad Maagemet Uited Kigdom Vol. VI, Issue 9, September 2018 http://ijecm.co.uk/ ISSN 2348 0386 CAPITALIZATION (PREVENTION) OF PAYMENT PAYMENTS WITH PERIOD OF DIFFERENT

More information

RISK DIVERSIFICATION BETWEEN STOCK MARKETS IN GERMANY AND BOSNIA AND HERZEGOVINA

RISK DIVERSIFICATION BETWEEN STOCK MARKETS IN GERMANY AND BOSNIA AND HERZEGOVINA South East Europea Joural of Ecoomics ad Busiess - Special Issue ICES Coferece, Volume 9 (1) 2014, 30-36 DOI: 10.2478/jeb-2014-0003 RISK DIVERSIFICATION BETWEEN STOCK MARKETS IN GERMANY AND BOSNIA AND

More information

Risk transfer mechanisms - converging insurance, credit and financial markets

Risk transfer mechanisms - converging insurance, credit and financial markets Risk trasfer mechaisms - covergig isurace, credit ad fiacial markets Presetatio at OECD/CIRC Techical Expert meetig o Reisurace, Jue 2002. Jes Verer Aderse, OECD 1 Outlie Itroductio Growth of risk trasfer

More information

18.S096 Problem Set 5 Fall 2013 Volatility Modeling Due Date: 10/29/2013

18.S096 Problem Set 5 Fall 2013 Volatility Modeling Due Date: 10/29/2013 18.S096 Problem Set 5 Fall 2013 Volatility Modelig Due Date: 10/29/2013 1. Sample Estimators of Diffusio Process Volatility ad Drift Let {X t } be the price of a fiacial security that follows a geometric

More information

FOUNDATION ACTED COURSE (FAC)

FOUNDATION ACTED COURSE (FAC) FOUNDATION ACTED COURSE (FAC) What is the Foudatio ActEd Course (FAC)? FAC is desiged to help studets improve their mathematical skills i preparatio for the Core Techical subjects. It is a referece documet

More information

setting up the business in sage

setting up the business in sage 3 settig up the busiess i sage Chapter itroductio Settig up a computer accoutig program for a busiess or other orgaisatio will take some time, but as log as the correct data is etered i the correct format

More information

Inferential Statistics and Probability a Holistic Approach. Inference Process. Inference Process. Chapter 8 Slides. Maurice Geraghty,

Inferential Statistics and Probability a Holistic Approach. Inference Process. Inference Process. Chapter 8 Slides. Maurice Geraghty, Iferetial Statistics ad Probability a Holistic Approach Chapter 8 Poit Estimatio ad Cofidece Itervals This Course Material by Maurice Geraghty is licesed uder a Creative Commos Attributio-ShareAlike 4.0

More information

Calculation of the Annual Equivalent Rate (AER)

Calculation of the Annual Equivalent Rate (AER) Appedix to Code of Coduct for the Advertisig of Iterest Bearig Accouts. (31/1/0) Calculatio of the Aual Equivalet Rate (AER) a) The most geeral case of the calculatio is the rate of iterest which, if applied

More information

Life Products Bulletin

Life Products Bulletin Life Products Bulleti Tredsetter Super Series Tredsetter Super Series: 2009 Chages Effective September 1, 2009, Trasamerica Life Isurace Compay is releasig ew rates for Tredsetter Super Series level premium

More information

Information Services Group Public Sector

Information Services Group Public Sector IV&V Assessmet Report - Deliverable IVV2.2 Preseted by: Iformatio Services Group Public Sector September 11, 2018 2018 Iformatio Services Group, Ic. All Rights Reserved Copyright 2018, Iformatio Services

More information

Chapter 8. Confidence Interval Estimation. Copyright 2015, 2012, 2009 Pearson Education, Inc. Chapter 8, Slide 1

Chapter 8. Confidence Interval Estimation. Copyright 2015, 2012, 2009 Pearson Education, Inc. Chapter 8, Slide 1 Chapter 8 Cofidece Iterval Estimatio Copyright 2015, 2012, 2009 Pearso Educatio, Ic. Chapter 8, Slide 1 Learig Objectives I this chapter, you lear: To costruct ad iterpret cofidece iterval estimates for

More information

Industry sunk costs and entry dynamics. Abstract

Industry sunk costs and entry dynamics. Abstract Idustry suk costs ad etry dyamics Vladimir Smirov Uiversity of Sydey Adrew Wait Uiversity of Sydey Abstract We explore a ivestmet game where idustry suk costs provide aicetive for a firm to be a follower

More information