Each chapter builds comprehensive content understanding by providing rules, strategies and in-depth examples of how the GRE tests a given topic and how you can respond accurately and quickly. The Guide contains 290+ questions: "Check Your Skills" questions in the chapters that test your understanding as you go and "In-Action" problems of increasing difficulty, all with detailed answer explanations (less)

The content is tailored to meet the requirements of each age group. It is interactive, fun and very easy to use.

List of chapters in our product Concept of Set Operations on Sets and Venn Diagrams Numbers Integers Fractions Decimals The Number Line Factors and Multiples Powers and Roots Ratio and Proportion Percentage Profit, Loss and Discount Simple Interest Fundamental Concepts of Algebra Operation on Algebraic Expressions Substitution Relations and Mappings Fundamental Geometrical Concepts Angles Properties of Angles and Lines Construction of Angles Triangles Construction of Triangles Circles Linear Symmetry Mensuration Statistics Deliverable Countries : This product ships to Audio Visual learning aids to learn Math in a fun and effective way. Our Audio Visual learning aids have been designed and developed by education experts.

The content is tailored to meet the requirements of each age group. It is interactive, fun and very easy to use.

List of chapters in our product Concept of Set Operations on Sets and Venn Diagrams Numbers Integers Fractions Decimals The Number Line Factors and Multiples Powers and Roots Ratio and Proportion Percentage Profit, Loss and Discount Simple Interest Fundamental Concepts of Algebra Operation on Algebraic Expressions Substitution Relations and Mappings Fundamental Geometrical Concepts Angles Properties of Angles and Lines Construction of Angles Triangles Construction of Triangles Circles Linear Symmetry Mensuration Statistics Deliverable Countries : This product ships to Audio Visual learning aids to learn Math in a fun and effective way. Our Audio Visual learning aids have been designed and developed by education experts.

The content is tailored to meet the requirements of each age group. It is interactive, fun and very easy to use.

List of chapters in our product Concept of Set Operations on Sets and Venn Diagrams Numbers Integers Fractions Decimals The Number Line Factors and Multiples Powers and Roots Ratio and Proportion Percentage Profit, Loss and Discount Simple Interest Fundamental Concepts of Algebra Operation on Algebraic Expressions Substitution Relations and Mappings Fundamental Geometrical Concepts Angles Properties of Angles and Lines Construction of Angles Triangles Construction of Triangles Circles Linear Symmetry Mensuration Statistics Deliverable Countries : This product ships to Audio Visual learning aids to learn Math in a fun and effective way. Our Audio Visual learning aids have been designed and developed by education experts.

The content is tailored to meet the requirements of each age group. It is interactive, fun and very easy to use.

List of chapters in our product Concept of Set Operations on Sets and Venn Diagrams Numbers Integers Fractions Decimals The Number Line Factors and Multiples Powers and Roots Ratio and Proportion Percentage Profit, Loss and Discount Simple Interest Fundamental Concepts of Algebra Operation on Algebraic Expressions Substitution Relations and Mappings Fundamental Geometrical Concepts Angles Properties of Angles and Lines Construction of Angles Triangles Construction of Triangles Circles Linear Symmetry Mensuration Statistics Deliverable Countries : This product ships to (less)

The content is tailored to meet the requirements of each age group. It is interactive, fun and very easy to use.

List of chapters in our product Concept of Set Operations on Sets and Venn Diagrams Numbers Integers Fractions Decimals The Number Line Factors and Multiples Powers and Roots Ratio and Proportion Percentage Profit, Loss and Discount Simple Interest Fundamental Concepts of Algebra Operation on Algebraic Expressions Substitution Relations and Mappings Fundamental Geometrical Concepts Angles Properties of Angles and Lines Construction of Angles Triangles Construction of Triangles Circles Linear Symmetry Mensuration Statistics (less)

,the text also includes topics like symmetry,linear groups,group representations and quadratic number fields.The author presents numerous examples before giving abstract definitions and illustrates their applications.

Chapter-end exercises are designed to reinforce the understanding of these concepts.Most of the book is devoted to working out interesting special cases or applications of theory (less)

In Part I, the basic ideas necessary for the understanding of the subject matter are introduced, including exposure to some elementary concepts of the number theory. In Part II, the algebraic structure-group-and its general properties are presented.

Isomorphic and cyclic groups are also covered. Part III is devoted to the treatment of ring theory.

Here integral domains, fields, and polynomials are discussed in detail. Also, notions of ideals and homomorphism parallel to the similar notions in group theory are studied.

/ A unique learning feature of the text is that each concept in abstract algebra is treated in a separate chapter in a manner that students can readily comprehend. / The book gives complete proofs of all the theorems and no important result is assu-med as an exercise.

Several completely solved examples illustrate the use of various results and techniques. End-of-chapter exercises and supplementary problems are carefully chosen to motivate students for more algebra (less)

Besides, the subject matter presented includes the extension theory, vector space theory and finally the matrix theory. The Boolean algebra by virtue of its relation to abstract algebra also finds a proper place in the development of the text.

Starting from the fundamental building blocks,the book develops all the essential results such as the Cayley's theorem, the Lagrange's theorem, and the Isomorphism theorem,in a rigorous and precise manner,coupled with the pedagogical expression of topics.Many results have been grouped together,particularly when they are closely related or are almost similar to one another.

This will help the student to easily interconnect various results and assimilate them quickly. The overall development of the topics is systematic,well-planned and elegant.

A variety of problems have been worked out so that the student can grasp concepts, ideas and results of structure of algebraic objects in a comprehensive way. The end-of-chapter exercises will enhance the student's ability to further explore and interconnect various essential notions (less)

Topics covered include: Solving systems of linear equations; Translating problems into algebraic equations; solving simple algebraic equations; understanding coordinate systems and graphing equations and adding polynomials (less)

Describing an algebraic approach to programming, based on a categorical calculus of relations, Algebra of Programming is suitable for the derivation of individual programs and the study of programming principles in general.The programming principles discussed are those para-digms and strategies of program construction that form the core of algorithm design.

Examples of such principles include: dynamic programming, greedy algorithms, exhaustive search, and divide-and-conquer. The fundamen-tal concepts of the algebric approach are illustrated by an extensive study of optimization problems.

A wide variety of self-study exercises and bibliographical remarks rein-force the informative and educational nature of the text (less)

A special feature is that Grobner bases do not appear as an isolated example. They are fully integrated as a subject that can be taught successfully in an undergraduate context.

Lauritzen's approach to teaching abstract algebra is based on an extensive use of examples, applications and exercises. The basic philosophy is that inspiring non- trivial, applications and examples give motivation and ease the learning of abstract concepts.

This book is built on several years of experience teching introductory abstract algebra at Aarhus, where the emphasis on concrete examples has improved student performance significantly (less)

The authors are all expert teachers.Algebra basic algebra explained takes a practical rather than a theoretical approach, and explains the basic skills that all algebra users need to know.

Written by an experienced and sympathetic teacher who understands phobias about mathematics, this book sets out to demystify problem areas and guide the reader through key points in a ca calm and succinct way. Each chapter deals with a self contained topic, and breaks down information into manageable chunks to ensure users understand the subject fully (less)

Early chapters provide a self-contained development of geometric algebra and form the basis of an undergraduate Lecture course. Topics covered include new techniques for handling rotations in arbitrary dimensions, and the links between rotations, bivectors and the structure of the Lie groups.

Following chapters extend the concept of a complex analytic function theory to arbitrary dimensions. This has applications in quantum theory and electromagnetism, All four Maxwell equations are united into one single equation, and new techniques are discussed for its solution.

Later chapters cover some advanced topics in physics, including non-Euclidean geometry, quantum entanglement and gauge theories. The final chapters describe the construction of a gauge theory of gravitation in Minkowski spacetime.

Using the tools of geometric algebra, advanced applications such as black holes and cosmic strings are explored. This book will be of interest to researchers working in the fields of geometry, relativity and quantum theory.

It can also be used as a textbook for advanced undergraduate and graduate courses on the physical applications of geometric algebra (less)

This revised edition includes an introduction to lattices, a new chapter on tensor products and a discussion of the new (1993) approach to the Lasker-Noether theorem (less)