The purpose of the third edition is threefold: to make the deeper ideas of lattice theory accessible to mathematicians generally, to portray its structure, and...
The purpose of the third edition is threefold: to make the deeper ideas of lattice theory accessible to mathematicians generally, to portray its structure, and...
A textbook that grew out of Davis and Kirk's secondyear graduate course for students of topology (Indiana U.). They provide students with the tools of...
Counterexamples Are Remarkably Effective For Understanding The Meaning, And The Limitations, Of Mathematical Results. Fornss And Stensnes Look At Some Of The Major Ideas Of...
Differential Galois theory studies solutions of differential equations over a differential base field. In much the same way that ordinary Galois theory is the theory...
Differential Galois theory studies solutions of differential equations over a differential base field. In much the same way that ordinary Galois theory is the theory...
Describes the fundamentals of the title theory, for graduate students and researchers in mathematics, physics, and engineering. The main focus is on first boundaryvalue problems...
This book introduces readers to the language of generating functions, which nowadays, is the main language of enumerative combinatorics. The book starts with definitions, simple...
Thomas H. Wolff was a leading analyst and winner of the Salem and Bcher Prizes. He made significant contributions to several areas of harmonic analysis,...
Thomas H. Wolff was a leading analyst and winner of the Salem and Bcher Prizes. He made significant contributions to several areas of harmonic analysis,...
The Hilbert scheme $X^{[n]}$ of a surface $X$ describes collections of $n$ (not necessarily distinct) points on $X$. More precisely, it is the moduli space...
The Hilbert scheme $X^{[n]}$ of a surface $X$ describes collections of $n$ (not necessarily distinct) points on $X$. More precisely, it is the moduli space...
This book gives an exposition of the relations among the following three topics: monoidal tensor categories (such as a category of representations of a quantum...
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The purpose of the third edition is threefold: to make the deeper ideas of lattice theory accessible to mathematicians generally, to portray its structure, and...
The purpose of the third edition is threefold: to make the deeper ideas of lattice theory accessible to mathematicians generally, to portray its structure, and...
A textbook that grew out of Davis and Kirk's secondyear graduate course for students of topology (Indiana U.). They provide students with the tools of...
Counterexamples Are Remarkably Effective For Understanding The Meaning, And The Limitations, Of Mathematical Results. Fornss And Stensnes Look At Some Of The Major Ideas Of...
Differential Galois theory studies solutions of differential equations over a differential base field. In much the same way that ordinary Galois theory is the theory...
Differential Galois theory studies solutions of differential equations over a differential base field. In much the same way that ordinary Galois theory is the theory...
Describes the fundamentals of the title theory, for graduate students and researchers in mathematics, physics, and engineering. The main focus is on first boundaryvalue problems...
This book introduces readers to the language of generating functions, which nowadays, is the main language of enumerative combinatorics. The book starts with definitions, simple...
Thomas H. Wolff was a leading analyst and winner of the Salem and Bcher Prizes. He made significant contributions to several areas of harmonic analysis,...
Thomas H. Wolff was a leading analyst and winner of the Salem and Bcher Prizes. He made significant contributions to several areas of harmonic analysis,...
The Hilbert scheme $X^{[n]}$ of a surface $X$ describes collections of $n$ (not necessarily distinct) points on $X$. More precisely, it is the moduli space...
The Hilbert scheme $X^{[n]}$ of a surface $X$ describes collections of $n$ (not necessarily distinct) points on $X$. More precisely, it is the moduli space...
This book gives an exposition of the relations among the following three topics: monoidal tensor categories (such as a category of representations of a quantum...
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