Analysis (especially functional analysis, my queen 😍) meets point-set topology meets classical measure theory in abstract land. Maybe their intimacy mirrors our own, and maybe the fruits of their relationship may enlighten and contextualize ours.

Common topics include:

• functional calculus and spectral stuffs
• probability theory and measure theory
• PDEs
• point-set topology

list of papers

• [ ] Transference of Measures via Disintegration — Kalenda, Spurny
• [ ] "Foundational Aspects of Uncountable Measure Theory..." — Terry Tao and Jamneshan
• [ ] "Kernelized Cumulants: Beyond Kernel Mean Embeddings" - Szabo et al
• [ ] On Uncountable Unions and Intersections of Measurable Sets — Balcerzak and Kharazishvili
• [ ] "Seventy Years of Rajchman Measures" - Lyons
• [ ] "Optimal Stable Nonlinear Approximation" - DeVore et al.
• [ ] "Neural Network Approximation" - DeVore, Hanin, and Petrova
• [ ] "GG-functions and their relations to A-hypergeometric functions" - Gelfand and Graev
• [ ] "Integral of Exponent of a Polynomial is a Generalized Hypergeometric Function of the Coefficients of the Polynomial" - Stoyanovsky
• [ ] Polynomial as a New Variable - a Banach Algebra with a Functional Calculus" - Nevanlinna
• [ ] 5 Lectures on Optimal Transport -- Geometry, Regularity, and Applications — McCann
• [x] Second-order Differentiability of Convex Functions on Banach Spaces — Borwein, Noll
• [x] A Constructive Definition of Conditional Distributions — Tue Tjur
• [x] Conditional Probability Distributions — Tue Tjur