Contents

pp v-vi

Preface

pp 1-2

Heinrich von Weizsäcker's students

pp 3-4

Heinrich von Weizsäcker's publications

pp 5-10

I - Foundations and techniques in stochastic analysis

pp 11-12

1 - Random variables – without basic space

pp 13-34

2 - Chaining techniques and their application to stochastic flows

pp 35-64

3 - Ergodic properties of a class of non-Markovian processes

pp 65-98

4 - Why study multifractal spectra?

pp 99-120

II - Construction, simulation, discretization of stochastic processes

pp 121-122

5 - Construction of surface measures for Brownian motion

pp 123-158

6 - Sampling conditioned diffusions

pp 159-186

7 - Asymptotic formulae for coding problems: a review

pp 187-232

III - Stochastic analysis in mathematical physics

pp 233-234

8 - Intermittency on catalysts

pp 235-248

9 - Stochastic dynamical systems in infinite dimensions

pp 249-282

10 - Feynman formulae for evolutionary equations

pp 283-302

11 - Deformation quantization in infinite dimensional analysis

pp 303-326

IV - Stochastic analysis in mathematical biology

pp 327-328

12 - Measure-valued diffusions, coalescents and genetic inference

pp 329-364

13 - How often does the ratchet click? Facts, heuristics, asymptotics

pp 365-390