Probability theory on linear topological spaces

Results 161 to 170 of about 8,174 (200)

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A topologically enriched probability monad on the Cartesian closed category of CGWH spaces

Theory and Applications of Categories
Probability monads on categories of topological spaces are classical objects of study in the categorical approach to probability theory, with important applications in the semantics of probabilistic programming languages. We construct a probability monad
P. Kristel, Benedikt Peterseim
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Topological turning points across the human lifespan

Nature Communications
Structural topology develops non-linearly across the lifespan and is strongly related to cognitive trajectories. We gathered diffusion imaging from datasets with a collective age range of zero to 90 years old (N = 4,216).
Alexa Mousley +3 more
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Multivariate linear time series models

Advances in Applied Probability, 1984
E. Hannan, L. Kavalieris
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Pathological linear spaces and submeasures

, 1983
N. Kalton, James W. Roberts
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Advanced Calculus with Applications in Statistics

, 2003
E. Ziegel, André I. Khuri
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Theorems and counterexamples in mathematics , by B. R. Gelbaum and J. M. H. Olmsted. Pp 345. DM 84. 1990. ISBN 3-540-97342-7 (Springer)

Mathematical Gazette, 1992
B. Burn
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Advanced Calculus With Applications In Statistics

, 1993
A.I Khuri
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Anatolii Moiseevich Vershik (on his 80th birthday)