Book:A.G. Howson/A Handbook of Terms used in Algebra and Analysis

Subject Matter

 * Abstract Algebra
 * Analysis

Contents

 * {| style="border-spacing: 4px;"


 * colspan="2" | Preface
 * 1 || Some mathematical language
 * 2 || Sets and functions
 * 3 || Equivalence relations and quotient sets
 * 4 || Number systems I
 * 5 || Groups I
 * 6 || Rings and fields
 * 7 || Homomorphisms and quotient algebras
 * 8 || Vector spaces and matrices
 * 9 || Linear equations and rank
 * 10|| Determinants and multilinear mappings
 * 11|| Polynomials
 * 12|| Groups II
 * 13|| Number Systems II
 * 14|| Fields and polynomials
 * 15|| Lattices and Boolean algebra
 * 16|| Ordinal numbers
 * 17|| Eigenvectors and eigenvalues
 * 18|| Quadratic forms and inner products
 * 19|| Categories and functors
 * 20|| Metric spaces and continuity
 * 21|| Topological spaces and continuity
 * 22|| Metric spaces II
 * 23|| The real numbers
 * 24|| Real-valued functions of a real variable
 * 25|| Differentiable functions of one variable
 * 26|| Functions of several real variables
 * 27|| Integration
 * 28|| Infinite series and products
 * 29|| Improper integrals
 * 30|| Curves and arc length
 * 31|| Functions of a complex variable
 * 32|| Multiple integrals
 * 33|| Logarithmic, exponential and trigonometric functions
 * 34|| Vector algebra
 * 35|| Vector calculus
 * 36|| Line and surface integrals
 * 37|| Measure and Lebesgue integration
 * 38|| Fourier series
 * colspan="2" | Appendix 1 Some 'named' theorems and properties
 * colspan="2" | Appendix 2 Alphabets used in mathematics
 * colspan="2" | Index of symbols
 * colspan="2" | Subject index
 * }
 * 22|| Metric spaces II
 * 23|| The real numbers
 * 24|| Real-valued functions of a real variable
 * 25|| Differentiable functions of one variable
 * 26|| Functions of several real variables
 * 27|| Integration
 * 28|| Infinite series and products
 * 29|| Improper integrals
 * 30|| Curves and arc length
 * 31|| Functions of a complex variable
 * 32|| Multiple integrals
 * 33|| Logarithmic, exponential and trigonometric functions
 * 34|| Vector algebra
 * 35|| Vector calculus
 * 36|| Line and surface integrals
 * 37|| Measure and Lebesgue integration
 * 38|| Fourier series
 * colspan="2" | Appendix 1 Some 'named' theorems and properties
 * colspan="2" | Appendix 2 Alphabets used in mathematics
 * colspan="2" | Index of symbols
 * colspan="2" | Subject index
 * }
 * 33|| Logarithmic, exponential and trigonometric functions
 * 34|| Vector algebra
 * 35|| Vector calculus
 * 36|| Line and surface integrals
 * 37|| Measure and Lebesgue integration
 * 38|| Fourier series
 * colspan="2" | Appendix 1 Some 'named' theorems and properties
 * colspan="2" | Appendix 2 Alphabets used in mathematics
 * colspan="2" | Index of symbols
 * colspan="2" | Subject index
 * }
 * 38|| Fourier series
 * colspan="2" | Appendix 1 Some 'named' theorems and properties
 * colspan="2" | Appendix 2 Alphabets used in mathematics
 * colspan="2" | Index of symbols
 * colspan="2" | Subject index
 * }
 * colspan="2" | Index of symbols
 * colspan="2" | Subject index
 * }
 * }