Stochastic analysis and applications: the Abel Symposium 2005 (Berlin, 2007) - ОГЛАВЛЕНИЕ / CONTENTS
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ОбложкаStochastic analysis and applications: the Abel Symposium 2005: proceedings of the Second Abel Symposium, Oslo, July 29-August 4, 2005, held in honor of Kiyosi Itô / Benth F.E. et. al. - Berlin: Springer, 2007. - 678 p. - (Abel symposia; 2). - ISBN 978-3-540-70846-9
 

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Оглавление / Contents
 
Memoirs of My Research on Stochastic Analysis
   Kiyosi Itô ................................................... 1

Itô Calculus and Quantum White Noise Calculus
   Luigi Accardi, Andreas Boukas ................................ 7

Homogenization of Diffusions on the Lattice Zd with Periodic
Drift Coefficients, Applying a Logarithmic Sobolev Inequality
or a Weak Poincare Inequality
   Sergio Albeverio, M. Simonetta Bernabei, Michael Röckner,
   Minoru W. Yoshida ............................................ 53

Theory and Applications of Infinite Dimensional Oscillatory
Integrals
   Sergio Albeverio, Sonia Mazzucchi ............................ 73

Ambit Processes; with Applications to Turbulence and Tumour
Growth
   Ole E. Вarndorff-Nielsen, Jürgen Schmiegel .................. 93

A Stochastic Control Approach to a Robust Utility
Maximization Problem
   Giuliana Bordigoni, Anis Matoussi, Martin Schweizer ........ 125

Extending Markov Processes in Weak Duality by Poisson
Point Processes of Excursions
   Zhen-Qing Chen, Masatoshi Fukushima, Jiangang Ying ......... 153

Hedging with Options in Models with Jumps
   Rama Cont, Peter Tankov, Ekaterina Voltchkova .............. 197

Power Variation Analysis of Some Integral Long-Memory
Processes
   José Manuel Corcuera ....................................... 219

Kolmogorov Equations for Stochastic PDE's with
Multiplicative Noise
   Giuseppe Da Prato .......................................... 235

Stochastic Integrals and Adjoint Derivatives
   Giulia Di Nunno, Yuri A. Rozanov ........................... 265

An Application of Probability to Nonlinear Analysis
   Eugene B. Dynkin ........................................... 309

The Space of Stochastic Differential Equations
   K. David Elworthy .......................................... 327

Extremes of supOU Processes
   Vicky Fasen, Claudia Klüppelberg ........................... 339

Gaussian Bridges
   Dario Gasbarra, Tommi Sottinen, Esko Valkeila .............. 361

Some of the Recent Topics on Stochastic Analysis
   Takeyuki Hida .............................................. 383

Differential Equations Driven by Holder Continuous Functions
of Order Greater than 1/2
   Yaozhong Нu, David Nualart ................................. 399

On Asymptotics of Banach Space-valued Itô Functionals of
Brownian Rough Paths
   Yuzuru Inahama, Hiroshi Kawabi ............................. 415

Continuous-Time Markowitz's Problems in an Incomplete
Market, with No-Shorting Portfolios
   Hanqing Jin, Xun Yu Zhou ................................... 435

Quantum and Classical Conserved Quantities: Martingales,
Conservation Laws and Constants of Motion
   Torbjørn Kolsrud ........................................... 461

Different Lattice Approximations for Hoegh-Krohn's Quantum
Field Model
   Song Liang ................................................. 493

Itô Atlas, its Application to Mathematical Finance
and to Exponentiation of Infinite Dimensional Lie Algebras
   Paul Malliavin ............................................. 501

The Invariant Distribution of a Diffusion: Some New Aspects
   Henry P. McKean ............................................ 515

Formation of Singularities  in  Madelung  Fluid: A
Nonconventional Application of Itô Calculus to Foundations
of Quantum Mechanics
   Laura M. Morato ............................................ 527

G-Expectation, G-Brownian Motion and Related Stochastic
Calculus of ô Type
   Shige Peng ................................................. 541

Perpetual Integral Functionals of Diffusions and their
Numerical Computations
   Paavo Salminen, Olli Wallin ................................ 569

Chaos Expansions and Malliavin Calculus for Levy Processes
   Josep Lluís Solé, Frederic Utzet, Josep Vives .............. 595

Study of Simple but Challenging Diffusion Equation
   Daniel W. Stroock .......................................... 613

Itô Calculus and Malliavin Calculus
   Shinzo Watanabe ............................................ 623

The Malliavin Calculus for Processes with Conditionally
Independent Increments
   Aleh L. Yablonski .......................................... 641


 
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