American Mathematical Society

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Introduction to Probability, 2nd Rev edition

Introductory textbook for undergraduates, develops key ideas in probability and describes a variety of applications and of nonintuitive examples.

Introduction to Probability, 2nd Rev edition

Introductory textbook for undergraduates, develops key ideas in probability and describes a variety of applications and of nonintuitive examples.

Modular Forms, A Computational Approach

Covers algorithms for computing spaces of modular forms and provides a rigorous foundation for the specific algorithms used.

Modular Forms, A Computational Approach

Covers algorithms for computing spaces of modular forms and provides a rigorous foundation for the specific algorithms used.

Ordinary Differential Equations And Dynamical Systems

Gives a self contained introduction to the field of ordinary differential equations with emphasis on the dynamical systems point of view. Requires some basic knowledge from calculus, complex functions, and linear algebra.

Ordinary Differential Equations And Dynamical Systems

Gives a self contained introduction to the field of ordinary differential equations with emphasis on the dynamical systems point of view. Requires some basic knowledge from calculus, complex functions, and linear algebra.

An introduction for newcomers to Sage, the open-source and free competitor to software like Maple, Mathematica, Magma and Matlab, as well as a reference for those with some experience.

An introduction for newcomers to Sage, the open-source and free competitor to software like Maple, Mathematica, Magma and Matlab, as well as a reference for those with some experience.

The Structure of Finite Algebras (Contemporary Mathematics)

This book begins with a straightforward and complete development of basic tame congruence theory, a topic that offers a wide variety of investigations. It then moves beyond the consideration of individual algebras to a study of locally finite varieties.

The Structure of Finite Algebras (Contemporary Mathematics)

This book begins with a straightforward and complete development of basic tame congruence theory, a topic that offers a wide variety of investigations. It then moves beyond the consideration of individual algebras to a study of locally finite varieties.

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