Call Number (LC) | Title | Results |
---|---|---|
QA274.73 .R37 2004eb | Random walks and geometry : proceedings of a workshop at the Erwin Schrödinger Institute, Vienna, June 18-July 13, 2001 / | 1 |
QA274.73 .R43 2010eb | Recent progress in theory and applications foundations, trees, and numerical issues in finance / | 1 |
QA274.73 .R48 2005 | Random walk in random and non-random environments / | 1 |
QA274.73 .R48 2005eb QA274.73.R48 2005 | Random Walk In Random And Non-random Environments (second Edition). | 1 |
QA274.73 .R48 2013 | Random walk in random and non-random environments / | 1 |
QA274.73 .R63 2019 | Topics in infinitely divisible distributions and Lévy Processes / | 1 |
QA274.73 .R83 2004 | Elements of the random walk : an introduction for advanced students and researchers / | 1 |
QA274.73 .R84 2004eb | Elements of the random walk : an introduction for advanced students and researchers / | 2 |
QA274.73 .S22 1994 | Random walks on boundary for solving PDEs / | 1 |
QA274.73 .S22 1994eb | Random walks on boundary for solving PDEs / | 1 |
QA274.73 .S24 2019 | Intelligent random walk : an approach based on learning automata / | 1 |
QA274.73 .S25 2012 | Levy processes, integral equations, statistical physics connections and interactions / | 1 |
QA274.73 .S28 1999 | Lévy processes and infinitely divisible distributions / | 1 |
QA274.73 .S45 | Séminaire KGB sur les marches aléatoires. | 1 |
QA274.73 .S65 1976 | Principles of random walk / | 1 |
QA274.73 .U56 2013 | Quantile-based reliability analysis | 1 |
QA274.73 .V457 2008 | Quantum walks for computer scientists | 1 |
QA274.73 .W45 1994 | Aspects and applications of the random walk / | 1 |
QA274.73 .W64 2000 | Random walks on infinite graphs and groups / | 1 |
QA274.75 |
Stochastic mechanics : the unification of quantum mechanics with Brownian motion / Reflected Brownian motions in the KPZ universality class / Brownian motion, martingales, and stochastic calculus / Functional analytic techniques for diffusion processes / Applied Diffusion Processes from Engineering to Finance. Diffusion processes, jump processes, and stochastic differential equations / Simple Brownian diffusion an introduction to the standard theoretical models / Regional analysis of time-fractional diffusion processes / Identification of Dynamical Systems with Small Noise / Brownian motion : elements of colloid dynamics / Nonlinear expectations and stochastic calculus under uncertainty with robust CLT and G-Brownian motion / Fundamental solutions of linear partial differential operators : theory and practice / Lectures on Stochastic Analysis: Diffusion Theory / Inference on the Hurst parameter and the variance of diffusions driven by fractional Brownian motion / Affine diffusions and related processes : simulation, theory and applications / Functionals of multidimensional diffusions with applications to finance / Stochastic analysis and diffusion processes / Time Changes of the Brownian Motion. |
18 |