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Handbook of Mathematics Formulae

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Handbook of Mathematics Formulae

Roselin Antony

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The principal goal of this book Handbook of Mathematics Formulae is to provide the reader with a comprehensive knowledge of fundamental formulae, tables and general information of mathematics and statistics. The book is written in a user-friendly manner to make the material easy to understand by the reader. The book has been designed to cater the need and requirement of Undergraduate, Postgraduate and Doctoral students of science, engineering and business discipline in University and Colleges. This mathematics formulae book is intended to provide students, professors, school teachers, technicians, researchers, scientists and engineers with a readily available reference to the essential mathematics formulae and tables. This book will contribute significantly to academic teaching, scientific research, practical works and for competitive exams preparation.

Chapter - 1 The Greek Alphabet
Chapter - 2 Symbols and Their Abbreviations
Chapter - 3 Units
3.1 Systems of Measurement and their Units
3.2 SI System of Units
3.3 Physical Constants
3.4 Special Constants
3.5 Units of Physical Quantities
3.6 Prefixes
3.7 Conversion Factors for Units of Measure
3.8 Temperature conversions
Chapter - 4 Analysis
4.1 Basic Numbers
4.2 Special Numbers
4.3 Series and Products
4.4 Complex Analysis
4.5 Numerical Analysis
4.6 Real Analysis
Chapter - 5 Algebra
5.1 Fundamental Algebra
5.2 Vector Algebra
5.3 Linear and Matrix Algebra
5.4 Number Theory
Chapter - 6 Continuous Mathematics
6.1 Differential Calculus
6.2 Integral Calculus
6.3 Differential Equations
6.4 Partial Differential Equations
Chapter - 7 Discrete Mathematics
7.1 Set Theory
7.2 Permutations and Combinations
7.3 Difference Equations
7.4 Operations Research
Chapter - 8 Geometry
8.1 Co-ordinate Geometry
Chapter - 9 Special Functions
9.1 Trigonometric Functions or Circular Functions
9.2 Inverse Trigonometric Functions
9.3 Ceiling and Floor Functions
9.4 Hyperbolic Functions
9.5 Inverse Hyperbolic Functions
9.6 Exponential Functions
9.7 Logarithmic Functions
9.8 Gamma Functions
9.9 Beta Function
9.10 Hypergeometric Functions
Chapter - 10 Probability and Statistics
10.1 Probability – Introduction
10.2 Probability Distributions
10.3 Statistics
10.4 Probability Tables
Chapter - 11 Miscellaneous
11.1 Interpretations of Powers of 10
11.2 Calendar Computations

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