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Inverse Problems In The Theory Of Small Oscillations

by Victor Slavin e Vladimir Marchenko

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 Treats inverse problems in the theory of small oscillations of systems with finitely many degrees of freedom, which requires finding the potential energy of a system from the observations of its oscillations.
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Unramified Brauer Group And Its Applications

by Constantin Shramov e Sergey Gorchinskiy

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 Explores arithmetic geometry with special attention given to the unramified Brauer group of algebraic varieties and its most striking applications in birational and Diophantine geometry. Topics include Galois cohomology, Brauer groups, obstructions to stable rationality, Weil restriction of scalars, algebraic tori, and the Hasse principle.
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Groups, Generators, Syzygies, And Orbits In Invariant Theory

by V.L. Popov

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 Written by one of the major leaders in the field, this book provides an excellent, comprehensive exposition of invariant theory. Its point of view is unique in that it combines both modern and classical approaches to the subject. The introductory chapter sets the historical stage for the subject, helping to make the book accessible to nonspecialists.
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Finiteness Theorems For Limit Cycles

by American Mathematical Society

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 Translation of: Teoremy konechnosti dleiia predelnykh etisiklov.
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Ideals Of Identities Of Associative Algebras

by American Mathematical Society

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 Concerns the study of the structure of identities of PI-algebras over a field of characteristic zero. The author brings out the connection between varieties of algebras and finitely-generated PI-superalgebras and the book closes with an application of methods and results established earlier.
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The Stefan Problem

by L.I. Rubinstein

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 This series contains works of advanced mathematical research and exposition translated primarily from Japanese and Russian
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Arakelov Geometry

by Atsushi Moriwaki

190,61€ + 10% CARD

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 The main goal of this book is to present the so-called birational Arakelov geometry, which can be viewed as an arithmetic analog of the classical birational geometry. After explaining classical results about the geometry of numbers, the author starts with Arakelov geometry for arithmetic curves, and continues with Arakelov geometry of arithmetic surfaces and higher-dimensional varieties.
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Lectures On Integral Transforms

by H.H. Mcfaden e N.I. Akhiezer

190,61€ + 10% CARD

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 Focuses on classical integral transforms, principally the Fourier transform, and their applications. This book develops the general theory of the Fourier transform for the space $L^1(E_n)$ of integrable functions of $n$ variables.
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Nonlinear Partial Differential Equations Of Second Order

by Guang Chang Dong

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 Addresses a class of equations central to many areas of mathematics and its applications. This book emphasizes the derivation of various estimates, including a priori estimates. By focusing on a particular approach that has proven useful in solving a broad range of equations, it contributes to the literature.
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Wavelet Theory

by I. Ya. Novikov, Maria A. Skopina e V. Yu. Protasov

190,61€ + 10% CARD

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 Provides a systematic exposition of modern wavelet theory. It details the construction of orthogonal and biorthogonal systems of wavelets and studies their structural and approximation properties, starting with basic theory and ending with special topics and problems. It also presents some applications of wavelets.
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Additive Theory Of Prime Numbers

by L.K. Hua

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 Examines additive number theory, paying particular attention to the work of Loo-Keng Hua, best remembered for his contributions to Waring's Problem and his estimates of trigonometric sums. This is an exposition of the classic methods as well as Hua's own techniques, many of which have now also become classic.
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Quantum Bounded Symmetric Domains

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 Explores the basic theory of quantum bounded symmetric domains. The area became active in the late 1990s at a junction of noncommutative complex analysis and extensively developing theory of quantum groups. In a surprising advance of the theory of quantum bounded symmetric domains, it turned out that many classical problems admit elegant quantum analogs. Some of those are expounded in the book.
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Theory Of Limit Cycles

by American Mathematical Society

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 The theory of limit cycles, especially for quadratic differential systems, has progressed dramatically in China as well as in other countries. This book deals with limit cycles of general plane stationary systems and discusses the global topological structure of limit cycles and phase-portraits of quadratic systems.
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Identities Of Algebras And Their Representations

by Yu P. Razmyslov

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 Sums up the applications of the method of 2-words and $\alpha$-functions in the theory of varieties. This book gives an exposition of contemporary achievements in the theory of identities of algebras and their representations closely related to this method. It aims to make these topics accessible to a wider group of mathematicians.
ENGLISH

Characters Of Finite Groups, Part 1

by American Mathematical Society

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 Discusses character theory and its applications to finite groups. Starting with basic notions and theorems in character theory, this work presents a variety of results on the properties of complex-valued characters and applications to finite groups. It presents many exercises that help readers to understand the main concepts and results.
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Cobordisms And Spectral Sequences

by American Mathematical Society

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 Cobordism is one of the most basic notions of algebraic topology. This book deals with the spectral sequences related to cobordism theory: the spectral sequence of a singularity, the Adams-Novikov spectral sequence, and applications of these and other sequences to the investigation of cobordism rings.
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Nonlinear Nonlocal Equations In The Theory Of Waves

by I.A. Shishmarev e P. Naumkin

190,61€ + 10% CARD

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 Concentrates on the theory of nonlinear nonlocal equations. This title intends to solve a number of problems concerning the asymptotic behavior of solutions of nonlinear evolution equations, the blow-up of solutions, and the global in time existence of solutions. It is suitable for specialists in partial differential equations.
ENGLISH

Introduction To The General Theory Of Singular Perturbations

by American Mathematical Society

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 Suitable for researchers and students in physics, mathematics, and engineering, this book contains a systematic presentation of a general approach to the integration of singularly perturbed differential equations describing nonuniform transitions, such as the occurrence of a boundary layer, discontinuities, and boundary effects.
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Typical Singularities Of Differential 1-Forms And Pfaffian Equations

by M.Ja Zhitomirskii

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 Singularities and the classification of 1-forms and Pfaffian equations are interesting not only as classical problems, but also because of their applications in contact geometry, partial differential equations, control theory, nonholonomic dynamics, and variational problems. This title discusses applications and related classification problems.
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Wulff Construction - A Global Shape From Local Interaction

by R. Kotecky, R.L. Dobrushin e Senya Shlosman

190,61€ + 10% CARD

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 A theory of the equilibrium shape of crystal assuming minimal surface free energy was formulated at the beginning of the century by Wulff. This title presents a research monograph that considers the Wulff construction in the case of a two-dimensional Ising ferromagnet with periodic boundary conditions and at sufficiently low temperatures.
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Partial Differential Operators Of Elliptic Type

by Norio Shimakura

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 Presents a comprehensive study of the theory of elliptic partial differential operators. Starting with the definitions of ellipticity for higher order operators, this title discusses the Laplacian in Euclidean spaces, elementary solutions, smoothness of solutions, Vishik-Sobolev problems, the Schauder theory, and degenerate elliptic operators.
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Kleinian Groups And Uniformization In Examples And Problems

by American Mathematical Society

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 Presents a unified exposition of the main areas and methods of the theory of Kleinian groups and the theory of uniformization of manifolds. This book lists the basic facts regarding Kleinian groups and serves as a general guide to the primary literature, particularly the Russian literature in the field.
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Boundary-Value Problems With Free Boundaries For Elliptic Systems Of Equations

by American Mathematical Society

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 Concerns with certain classes of nonlinear problems for elliptic systems of partial differential equations: boundary-value problems with free boundaries. This book covers general theory of boundary-value problems for analytic functions and its applications to hydrodynamics. It also presents the theory of quasiconformal mappings.
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Invariant Function Spaces On Homogenous Manifolds Of Lie Groups And Applications

by American Mathematical Society

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 Studies translation-invariant function spaces and algebras on homogeneous manifolds. This book focuses on topic of the relationship between the homogeneous structure of a manifold and the class of translation-invariant function spaces and algebras on the manifold. It obtains algebras of functions on semisimple and milpotent Lie groups.
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