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Lévy Processes and Stochastic Calculus
Second Edition
cambridge studies in advanced mathematics
Editorial Board
B. Bollobas, W. Fulton, A. Katok, F. Kirwan, P. Sarnak, B. Simon, B. Totaro
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61 J. D. Dixon et al. Analytic pro-p groups
62 R. P. Stanley binatorics, II
63 R. M. Dudley Uniform central limit theorems
64 J. Jost & X. Li-Jost Calculus of variations
65 A. J. Berrick & M. E. Keating An introduction to rings and modules
66 S. Morosawa et al. Holomorphic dynamics
67 A. J. Berrick & M. E. Keating Categories and modules with K-theory in view
68 K. Sato Lévy processes and infinitely divisible distributions
69 H. Hida Modular forms and Galois cohomology
70 R. Iorio & V. Iorio Fourier analysis and partial differential equations
71 R. Blei Analysis in integer and fractional dimensions
72 F. Borceux & G. Janelidze Galois theories
73 B. Bollobás Random graphs
74 R. M. Dudley Real analysis and probability
75 T. Sheil-plex polynomials
76 C. Voisin Hodge theory plex algebraic geometry, I
77 C. Voisin Hodge theory plex algebraic geometry, II
78 V. pletely bounded maps and operator algebras
79 F. Gesztesy & H. Holden Soliton equations and their algebro-geometric solutions, I
81 S. Mukai An introduction to invariants and moduli
82 G. Tourlakis Lectures in logic and set theory, I
83 G. Tourlakis Lectures in logic and set theory, II
84 R. A. Bailey Association schemes
85 J. Carlson, S. Müller-Stach & C. Peters Period mappings and period domains
86 J. J. Duistermaat & J. A. C. Kolk Multidimensional real analysis, I
87 J. J. Duistermaat & J. A. C. Kolk Multidimensional real analysis, II
89 M. C. Golumbic & A. N. Trenk Tolerance graphs
90 L. H. Harper Global methods binatorial isoperimetric problems
91 I