- Robert A. Jarrow
Robert Alan Jarrow is the Ronald P. and Susan E. Lynch Professor of Investment Management at the
Johnson Graduate School of Management ,Cornell University . He graduated magna cum laude fromDuke University in 1974 with a major in mathematics, received an MBA from theTuck School of Business atDartmouth College in 1976 with highest distinction, and in 1979 he obtained a PhD in finance from theMassachusetts Institute of Technology underRobert C. Merton .Professor Jarrow is a co-creator of the
Heath-Jarrow-Morton framework for pricing interest rate derivatives, a co-creator of the reduced form credit risk models employed for pricing credit derivatives, and the creator of the forward price martingale measure. These tools and models are now the standards utilized for pricing and hedging in major investment and commercial banks. He is also one of the most respected researchers in credit risk. Fact|date=April 2007Professor Jarrow has been the recipient of numerous prizes and awards including the CBOE Pomerance Prize for Excellence in the Area of Options Research, the Graham and Dodd Scrolls Award, and the 1997
International Association of Financial Engineers IAFE/SunGard Financial Engineer of the Year Award. He is on the advisory board of "Mathematical Finance" – a journal he co-started in 1989. He is also an associate or advisory editor for numerous other journals and serves on the board of directors of several firms and professional societies. He is currently both an IAFE senior fellow and an FDIC senior fellow. He has served as Managing Director for Research of Kamakura Corporation since 1995. He is included in both the Fixed Income Analysts Society Hall of Fame and Risk Magazine’s 50 member Hall of Fame.Professor Jarrow's publications include four books: "Options Pricing", "Finance Theory", "Modeling Fixed Income Securities and Interest Rate Options (second edition)", and "Derivative Securities (second edition)", as well as over 100 publications in leading finance and economic journals.
ee also
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Jarrow-Turnbull model
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