CV Patrick Cheridito

Similar documents
CV Patrick Cheridito

Continuous-time Stochastic Control and Optimization with Financial Applications

Continuous time Asset Pricing

LIST OF PUBLICATIONS

Contract Theory in Continuous- Time Models

Fractional Brownian Motion as a Model in Finance

Curriculum. Written by Administrator Sunday, 03 February :33 - Last Updated Friday, 28 June :10 1 / 10

MESURES DE RISQUE DYNAMIQUES DYNAMIC RISK MEASURES

Introduction to Stochastic Calculus With Applications

Fractional Brownian Motion as a Model in Finance

Portfolio optimization problem with default risk

Master of Science in Finance (MSF) Curriculum

MSc Financial Mathematics

MSc Financial Mathematics

CRRAO Advanced Institute of Mathematics, Statistics and Computer Science (AIMSCS) Research Report. B. L. S. Prakasa Rao

Optimal Option Pricing via Esscher Transforms with the Meixner Process

Curriculum Vitae. Constantinos Kardaras

Subject CT8 Financial Economics Core Technical Syllabus

On Asymptotic Power Utility-Based Pricing and Hedging

INTRODUCTION TO THE ECONOMICS AND MATHEMATICS OF FINANCIAL MARKETS. Jakša Cvitanić and Fernando Zapatero

Chapter 15: Jump Processes and Incomplete Markets. 1 Jumps as One Explanation of Incomplete Markets

ABOUT THE PRICING EQUATION IN FINANCE

EDUCATION AND EMPLOYMENT HISTORY

by Kian Guan Lim Professor of Finance Head, Quantitative Finance Unit Singapore Management University

An overview of some financial models using BSDE with enlarged filtrations

Mathematics in Finance

American Option Pricing Formula for Uncertain Financial Market

Financial and Actuarial Mathematics

Risk-Neutral Valuation

BPHD Financial Economic Theory Fall 2013

The minimal entropy martingale measure

Department of Probability and Statistics (086) School of Mathematical Sciences

Risk Measures for Derivative Securities: From a Yin-Yang Approach to Aerospace Space

On Asymptotic Power Utility-Based Pricing and Hedging

MULTISCALE STOCHASTIC VOLATILITY FOR EQUITY, INTEREST RATE, AND CREDIT DERIVATIVES

Robust Portfolio Choice and Indifference Valuation

Asset-Liability Management

WEIDONG TIAN. Department of Finance Belk College of Business University of North Carolina at Charlotte Tel: (704)

The Pennsylvania State University. The Graduate School. Department of Industrial Engineering AMERICAN-ASIAN OPTION PRICING BASED ON MONTE CARLO

Monte Carlo Methods in Financial Engineering

PART II IT Methods in Finance

Time change. TimeChange8.tex LaTeX2e. Abstract. The mathematical concept of time changing continuous time stochastic processes

Advanced Risk Management

Guarantee valuation in Notional Defined Contribution pension systems

Module 10:Application of stochastic processes in areas like finance Lecture 36:Black-Scholes Model. Stochastic Differential Equation.

Lectures and Seminars in Insurance Mathematics and Related Fields at ETH Zurich. Spring Semester 2019

Publications J. Michael Harrison February 2015 BOOKS. [1] Brownian Motion and Stochastic Flow Systems (1985), John Wiley and Sons, New York.

All Investors are Risk-averse Expected Utility Maximizers

Finance (FIN) Courses. Finance (FIN) 1

Replication and Absence of Arbitrage in Non-Semimartingale Models

Option Pricing under Delay Geometric Brownian Motion with Regime Switching

Lecture 9: Practicalities in Using Black-Scholes. Sunday, September 23, 12

Master s in Financial Engineering Foundations of Buy-Side Finance: Quantitative Risk and Portfolio Management. > Teaching > Courses

based on two joint papers with Sara Biagini Scuola Normale Superiore di Pisa, Università degli Studi di Perugia

Table of Contents. Part I. Deterministic Models... 1

ADVANCED ASSET PRICING THEORY

Lahore University of Management Sciences. FINN 422 Quantitative Finance Fall Semester 2015

On modelling of electricity spot price

Distortion operator of uncertainty claim pricing using weibull distortion operator

(exams, HW, etc.) to the

HENRY SCHELLHORN. University of Lausanne, Switzerland ( ). Maitre-Assistant. Taught Numerical Methods in Finance.

The mathematical finance of Quants and backward stochastic differential equations

Romain Deguest, PhD Accounting, Law, Finance and Economics Department Senior Research Engineer

A No-Arbitrage Theorem for Uncertain Stock Model

FINN 422 Quantitative Finance Fall Semester 2016

Two and Three factor models for Spread Options Pricing

Rohini Kumar. Statistics and Applied Probability, UCSB (Joint work with J. Feng and J.-P. Fouque)

All Investors are Risk-averse Expected Utility Maximizers. Carole Bernard (UW), Jit Seng Chen (GGY) and Steven Vanduffel (Vrije Universiteit Brussel)

Stochastic Dynamical Systems and SDE s. An Informal Introduction

Hedging of Contingent Claims under Incomplete Information

A model for a large investor trading at market indifference prices

MOSTAFA MASHAYEKHI Associate Professor Actuarial Science, Department of Finance College of Business Administration

University of Washington at Seattle School of Business and Administration. Asset Pricing - FIN 592

DEPARTMENT OF FINANCE. Undergraduate Courses Postgraduate Courses

Are the Azéma-Yor processes truly remarkable?

Multi-period mean variance asset allocation: Is it bad to win the lottery?

Viability, Arbitrage and Preferences

BF212 Mathematical Methods for Finance

Chapter 6 Pricing Reinsurance Contracts

The term structure model of corporate bond yields

Hans-Fredo List Swiss Reinsurance Company Mythenquai 50/60, CH-8022 Zurich Telephone: Facsimile:

Preface Objectives and Audience

Chapter 1. Introduction and Preliminaries. 1.1 Motivation. The American put option problem

CURRICULUM VITAE. Damir Filipović Department of Mathematics University of Munich Munich, Germany

Constructive martingale representation using Functional Itô Calculus: a local martingale extension

Hedging Derivative Securities with VIX Derivatives: A Discrete-Time -Arbitrage Approach

Are stylized facts irrelevant in option-pricing?

Robust hedging with tradable options under price impact

Applied Stochastic Processes and Control for Jump-Diffusions

Continuous-time Methods for Economics and Finance

Asset Pricing and Portfolio. Choice Theory SECOND EDITION. Kerry E. Back

Barrier Options Pricing in Uncertain Financial Market

LIUREN WU. Option pricing; credit risk; term structure modeling; market microstructure; international finance; asset pricing; asset allocation.

Finance, M.S. About the Program. Courses. Finance, M.S. 1. FOX SCHOOL OF BUSINESS AND MANAGEMENT (

Financial Models with Levy Processes and Volatility Clustering

Risk Measures and Optimal Risk Transfers

Fundamentals of Stochastic Filtering

Black-Scholes and Game Theory. Tushar Vaidya ESD

Viktor Todorov. Kellogg School of Management Tel: (847) Northwestern University Fax: (847) Evanston, IL

I Preliminary Material 1

Transcription:

CV Patrick Cheridito Professor of Mathematics, ETH Zurich Director of RiskLab Switzerland Rämistrasse 101, 8092 Zurich, Switzerland https ://people.math.ethz.ch/ patrickc Academic Appointments Professor at the Department of Mathematics, ETH Zurich and Director of RiskLab Switzerland June 2016 present Faculty member of the Department of Operations Research and Sep 2003 May 2016 Financial Engineering, Princeton University Member of the Interdepartmental Committee of the Bendheim Center Sep 2003 May 2016 for Finance, Princeton University Associated Faculty of the Program in Applied and Computational Nov 2007 May 2016 Mathematics, Princeton University NSF Award DMS-1515753 Awards Grant for organizing a thematic semester in the spring of 2015 at the Center for Interdisciplinary Research in Bielefeld, Germany. NSF Award DMS-0735404 NSF Career Award DMS-0642361 Alfred Rheinstein Faculty Award 2006 Peek Junior Faculty Award 2006 NSF Award DMS-0505932 Research Fellowship of the Swiss National Science Foundation for the year 2002 03 Prize of the Dimitris N. Chorafas Foundation for the doctoral dissertation PhD Supervision Juan Sagredo, PhD 2016, ORFE, Princeton University Zhikai Xu. PHD 2016, ORFE, Princeton University Tardu Sepin, PhD 2015, ORFE, Princeton University Kihun Nam, PhD 2014, PACM, Princeton University Jared Klyman, PhD 2011, ORFE, Princeton University Alexander Wugalter, PhD 2011, ORFE, Princeton University Mitja Stadje, PhD 2009, ORFE, Princeton University 1

Teaching Asset Pricing 2 Master s Level 2016, Princeton University Convex Analysis PhD Level 2012-2013, Princeton University Probability Theory PhD Level 2010-2015, Princeton University Stochastic Analysis Seminar for PhD Students 2010-2016, Princeton University Stochastic Calculus and Finance PhD Level 2004 2010, Princeton University Financial Risk Management Master s Level 2003 2008, Princeton University Financial Risk Management Undergraduate Level 2003 2006, Princeton University Editorial Boards Journal of Risk Mathematics of Operations Research SIAM Journal on Financial Mathematics P. Cheridito and K. Nam (2016). BSEs, BSDEs and fixed point problems. Forthcoming in Annals of Probability. Publications D. Bartl, P. Cheridito, M. Kupper and L. Tangpi (2016). Duality for increasing convex functionals with countably many marginal constraints. Forthcoming in Banach Journal of Mathematical Analysis. P. Cheridito, U. Horst, M. Kupper and T. Pirvu (2016). Equilibrium pricing in incomplete markets under translation invariant preferences. Mathematics of Operations Research 41(1), p. 174 195. P. Cheridito and K. Nam (2015). Multidimensional quadratic and subquadratic BSDEs with special structure. Stochastics 87(5), p. 871 884. P. Cheridito, M. Kupper and N. Vogelpoth (2015). Conditional Analysis on R d. Set Optimization and Applications The State of the Art, p. 179 212. P. Cheridito and Z. Xu (2015). A reduced form CoCo model with deterministic conversion intensity. The Journal of Risk 17(3), p. 1 18. P. Cheridito and T. Sepin (2014). Optimal trade execution under stochastic volatility and liquidity. Applied Mathematical Finance 21(4), p. 342 362. 2

P. Cheridito and K. Nam (2014). BSDEs with terminal conditions that have bounded Malliavin derivative. Journal of Functional Analysis 266(3), p. 1257 1285. P. Cheridito, F. Fabozzi, C. Fox and W.C. Kim (2014). Controlling portfolio skewness and kurtosis without directly optimizing third and fourth moments. Economic Letters 122(2), p. 154 158 P. Cheridito and Z. Xu (2013). How to value a CoCo. Creditflux. P. Cheriditio and E. Kromer (2013). Reward-risk ratios. Journal of Investment Strategies 3(1), p. 1 16. P. Cheridito, S. Drapeau and M. Kupper (2013). Weak closedness of monotone sets of lotteries and robust representation of risk preferences. Risk Measures and Attitudes. European Actuarial Academy Series, p. 3 9. P. Cheridito and M. Stadje (2013). BS Es and BSDEs with non-lipschitz drivers : comparison, convergence and robustness. Bernoulli 19(3), p. 1047 1085. P. Cheridito and M. Stadje (2012). Existence, minimality and approximation of solutions to BSDEs with convex drivers. Stochastic Processes and their Applications 122(4), 2012, p. 1540 1565. P. Cheridito and A. Wugalter (2012). Pricing and hedging in affine models with possibility of default. SIAM Journal on Financial Mathematics 3(1), p. 328 350. P. Cheridito, A. Nikeghbali and E. Platen (2012). Processes of class Sigma, last passage times and drawdowns. SIAM Journal on Financial Mathematics 3(1), p. 208 303. P. Cheridito and E. Kromer (2011). Ordered contribution allocations : theoretical properties and applications. The Journal of Risk 14(1). P. Cheridito and Y. Hu (2011). Optimal consumption and investment in incomplete markets with general constraints. Stochastics and Dynamics 11(2), p. 283 299. P. Cheridito and M. Kupper (2011). Composition of time-consistent dynamic monetary risk measures in discrete time. International Journal of Theoretical and Applied Finance 14(1), p. 137 162. P. Cheridito, D. Filipovic and R. Kimmel (2010). A note on the Dai Singleton canonical representation of affine term structure models. Mathematical Finance 20(3), 2010, p. 509 519. P. Cheridito and M. Kupper (2009). Recursiveness of indifference prices and translation-invariant preferences. Mathematics and Financial Economics, 2(3), p. 173 188. 3

P. Cheridito and M. Stadje (2009). Time-inconsistency of VaR and time-consistent alternatives. Finance Research Letters, 6(1), p. 40 46 P. Cheridito and T. Li (2009). Risk measures on Orlicz hearts. Mathematical Finance 19(2), p. 189 214. P. Cheridito and T. Li (2008). Dual characterization of properties of risk measures on Orlicz hearts. Mathematics and Financial Economics 2(1), p. 29 55. P. Cheridito, H.M. Soner, N. Touzi and N. Victoir (2007). Second order backward stochastic differential equations and fully non-linear parabolic PDEs. Communications on Pure and Applied Mathematics 60(7), p. 1081 1110. P. Cheridito, D. Filipovic and R. Kimmel (2007). Market price of risk specifications for affine models : theory and evidence. Journal of Financial Economics 83(1), p. 123 170. P. Cheridito, F. Delbaen and M. Kupper (2006). Dynamic monetary risk measures for bounded discrete-time processes. Electronic Journal of Probability, 11, p. 57 106. P. Cheridito, F. Delbaen and M. Kupper (2006). Coherent and convex monetary risk measures for unbounded càdlàg processes Finance and Stochastics, 10(3), p. 427 448. P. Cheridito and C. Summer (2006). Utility maximization under increasing risk aversion in one-period models. Finance and Stochastics, 10(1), p. 147 158. P. Cheridito, D. Filipovic and M. Yor (2005). Equivalent and absolutely continuous measure changes for jump-diffusion processes. Annals of Applied Probability, 15(3), p. 1713 1732. P. Cheridito, H.M. Soner and N. Touzi (2005). The multi-dimensional super-replication problem under gamma constraints. Annales de l Institute Henri Poincaré (C) Non Linear Analysis, 22(5), p. 633 666. P. Cheridito, H.M. Soner and N. Touzi (2005). Small time path behavior of double stochastic integrals and applications to stochastic control. Annals of Applied Probability, 15(4), p. 2472 2495. P. Cheridito and D. Nualart (2005). Stochastic integral of divergence type with respect to fractional Brownian motion with Hurst parameter H in (0,1/2). Annales de l Institute Henri Poincaré (B) Probability and Statistics, 41(6), p. 1049 1081. P. Cheridito, F. Delbaen and M. Kupper (2004). Coherent and convex monetary risk measures for bounded càdlàg processes. Stochastic Processes and their Applications, 112(1), p. 1 22. 4

P. Cheridito (2003). Gaussian moving averages, semimartingales and option pricing. Stochastic Processes and their Applications, 109(1), p. 47 68. P. Cheridito, H, Kawaguchi and M. Maejima (2003). Fractional Ornstein Uhlenbeck processes. Electronic Journal of Probability, 8(3), p. 1 14. P. Cheridito (2003). Arbitrage in fractional Brownian motion models. Finance and Stochastics, 7(4), p. 533 553. P. Cheridito (2003). Representations of Gaussian measures that are equivalent to Wiener measure. Séminaire de Probabilités, Vol. XXXVII, p. 81-89. Springer Lecture Notes in Mathematics, Vol. 1832. P. Cheridito (2002). Sensitivity of the Black Scholes option price to the local path behavior of the stochastic process modeling the underlying asset. Proceedings of the Steklov Institute of Mathematics, Vol. 237, p. 225 239. P. Cheridito (2001). Mixed fractional Brownian motion. Bernoulli, 7(6), p. 913 934. 5