[图书][B] Fokker–Planck–Kolmogorov Equations

VI Bogachev, NV Krylov, M Röckner, SV Shaposhnikov - 2022 - books.google.com
This book gives an exposition of the principal concepts and results related to second order
elliptic and parabolic equations for measures, the main examples of which are Fokker …

[图书][B] Representations of algebraic groups

JC Jantzen - 2003 - books.google.com
Now back in print by the AMS, this is a significantly revised edition of a book originally
published in 1987 by Academic Press. This book gives the reader an introduction to the …

[图书][B] Sobolev met poincaré

P Hajłasz, P Koskela - 2000 - books.google.com
There are several generalizations of the classical theory of Sobolev spaces as they are
necessary for the applications to Carnot-Caratheodory spaces, subelliptic equations …

[图书][B] Sobolev spaces on domains

VI Burenkov - 1998 - Springer
The book is based on the lecture course" Function spaces", which the author gave for more
than 10 years in the People's Friendship University of Russia (Moscow). The idea to write …

[图书][B] Condenser capacities and symmetrization in geometric function theory

VN Dubinin, NG Kruzhilin - 2014 - Springer
The theory of functions of a complex variable is rich with manifestations of symmetry. This
fact probably owes itself to the symmetry of the centre of the theory, namely conformality. If …

[图书][B] Real and functional analysis

VI Bogachev, OG Smolyanov - 2020 - Springer
Vladimir I. Bogachev Oleg G. Smolyanov Page 1 Moscow Lectures 4 Real and Functional
Analysis Vladimir I. Bogachev Oleg G. Smolyanov Page 2 Moscow Lectures Volume 4 Series …

[图书][B] Differentiable functions on bad domains

SV Poborchi - 1997 - books.google.com
The spaces of functions with derivatives in Lp, called the Sobolev spaces, play an important
role in modern analysis. During the last decades, these spaces have been intensively …

Quasiconformal mappings and Sobolev spaces

P Koskela, P MacManus - Studia Mathematica, 1998 - infona.pl
We examine how Poincaré change under quasiconformal maps between appropriate metric
spaces having the same Hausdorff dimension. We also show that for many metric spaces …

Weighted Sobolev spaces and embedding theorems

V Gol'dshtein, A Ukhlov - Transactions of the american mathematical …, 2009 - ams.org
In the present paper we study embedding operators for weighted Sobolev spaces whose
weights satisfy the well-known Muckenhoupt $ A_p $-condition. Sufficient conditions for …

[图书][B] Stability theorems in geometry and analysis

YG Reshetnyak - 2013 - books.google.com
This is one of the first monographs to deal with the metric theory of spatial mappings and
incorporates results in the theory of quasi-conformal, quasi-isometric and other mappings …