Universal Algebra and Applications in Theoretical Computer Science

This graduate-level textbook provides an introduction to the basic ideas and concepts of universal algebra and surveys of newer developments. Universal Algebra and Applications in Theoretical Computer Science is written in a style accessible to beginners,...

 The Elements of Advanced Mathematics

The gap between the rote, calculational learning mode of calculus and ordinary differential equations and the more theoretical learning mode of analysis and abstract algebra grows ever wider and more distinct, and students' need for a well-guided transiti...

 Statistical Techniques for Data Analysis

Since the first edition of this book appeared, computers have come to the aid of modern experimenters and data analysts, bringing with them data analysis techniques that were once beyond the calculational reach of even professional statisticians. Today, s...

 Probability, Statitistics, and Reliability for Engineers and Scientists

Virtually every engineer and scientist needs to be able to collect, analyze, interpret, and properly use vast arrays of data. This means acquiring a solid foundation in the methods of data analysis and synthesis. Understanding the theoretical aspects is i...

 Modern Differential Geometry Curves and Surfaces with Mathematica

Presenting theory while using Mathematica in a complementary way, Modern Differential Geometry of Curves and Surfaces with Mathematica, the third edition of Alfred Gray's famous textbook, covers how to define and compute standard geometric functions using...

 Mathematical Statistics with Applications

Mathematical statistics typically represents one of the most difficult challenges in statistics, particularly for those with more applied, rather than mathematical, interests and backgrounds. Most textbooks on the subject provide little or no review of tr...

 A Kalman Filter Primer

With its mathematically rigorous, "no frills" approach to the basic discrete-time Kalman filter, A Katman Filter Primer builds a thorough understanding of the inner workings and basic concepts of Kalman filter recursions from first principles. Instead of ...

 Handbook of Statistical Distributions with Applications

Using table values, important formulas, and statistical distribution results, this handbook presents both common and specialized probability distribution models as well as applications with practical examples. It provides comprehensive coverage of plots o...

 A Course on Queueing Models

The application of engineering principles in divergent fields such as management science and communications as well as the advancement of several approaches in theory and computation have led to growing interest in queueing models, creating the need for a...

 Matrix Theory From Generalized Inverses to Jordan Form

Focuses on the development of the Moore-Penrose inverse, preparing students for more advanced treatises in matrix theory Uses concrete examples to make arguments more clear Presents MATLAB® examples and exercises throughout since it is often used when...

 Analytical Methods for Markov Semigroups

For the first time in book form, Analytical Methods for Markov Semigroups provides a comprehensive analysis on Markov semigroups both in spaces of bounded and continuous functions as well as in Lp spaces relevant to the invariant measure of the semigroup....

  Applications of Abstract Algebra with Maple and MATLAB

Eliminating the need for heavy number-crunching, sophisticated mathematical software packages open the door to areas like cryptography, coding theory, and combinatorics that are dependent on abstract algebra. Applications of Abstract Algebra with Maple an...

 Handbook of Combinatorial Designs

Presents the latest as well as basic information pertaining to the construction, existence, and uses of combinatorial designs Supplies extensive tables and examples of Latin squares, orthogonal arrays, balanced incomplete block designs, t-designs, pair...

 Handbook of Linear Algebra

Presents basic as well as advanced linear algebra concepts, such as matrix perturbation theory and inverse eigenvalue problems Features matrix notation throughout the text Covers combinatorial and numerical linear algebra-two important branches of lin...

 Zeldovich: Reminiscences

"Zeldovich was a scholar of great fame, but the impression of intellectual greatness came from his ability to perceive scientific problems of major importance, and from the powers with which he would address these problems. This was done, of course, with ...