Advances in mathematical finance

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Bibliographic Details
Corporate Authors: Mathematical Finance Conference (2006 University of Maryland, College Park) (University of Maryland, College Park))
Group Author: Fu Michael, 1962-; Madan Dilip B.
Published: Birkhäuser,
Publisher Address: Boston
Publication Dates: c2007.
Literature type: Book
Language: English
Series: Applied and numerical harmonic analysis
Subjects:
Carrier Form: xxviii, 334 p.: ill. ; 25 cm.
ISBN: 9780817645441 (hd.bd.)
0817645446 (hd.bd.)
Index Number: F224
CLC: F224
F830.59
Call Number: F224/A244-1
Contents: "The 'Mathematical Finance Conference in Honor of the 60th Birthday of Dilip B. Madan' was held at the Norbert Wiener Center of the University of Maryland, College Park, from September 29-October 1, 2006, and this volume is a Festschrift in honor of Dilip that includes articles from most of the conference's speakers"--Pref.
Includes bibliographical references.
ANHA series preface -- Preface -- Career highlights and list of publications / Dilip B. Madan -- PART I. VARIANCE-GAMMA AND RELATED STOCHASTIC PROCESSES. The early years of the variance-gamma process -- Variance-gamma and Monte Carlo -- Some remarkable properties of gamma processes -- A note about Selberg's integrals in relation with the beta-gamma algebra -- itô formulas for fractional Brownian motion -- PART II. ASSET AND OPTION PRICING. A tutorial on zero volatility and option adjusted spreads -- Asset price bubbles in complete markets -- Taxation and transaction costs in a general equilibrium asset economy -- Calibration of Lévy term structure models -- Pricing of swaptions in affine term structures with stochastic volatility -- Forward evolution equations for knock-out options -- Mean reversion versus random walk in oil and natural gas prices -- PART III. CREDIT RISK AND INVESTMENTS. Beyond hazard rates: a new framework for credit-risk modelling -- A generic one-factor Lévy model for pricing synthetic CDOs -- Utility valuation of credit derivatives: single and two-name cases -- Investment and valuation under backward and forward dynamic exponential utilities in a stochastic factor model.