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Schaum's Outline Mathematical HandBook of Formulas and Tables (5E) by Murray R Spiegel, Seymour Lipschutz, John Liu

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**Schaum's Outline Mathematical HandBook of Formulas and Tables (5E) ** written by
** Murray R Spiegel **, PhD, Former Professor and Chairman, Mathematics Department, Rensselaer Polytechnic Institute, Hartford Graduate Center and
** Seymour Lipschutz **, PhD, Mathematics Department, Temple University
** John Liu **, PhD, Mathematics Department, University of Maryland.
This handbook supplies a collection of mathematical formulas and tables which will be valuable to students and research workers in the fields of mathematics, physics, engineering, and other sciences. Care has been taken to include only those formulas and tables which are most likely to be needed in practice, rather than highly specialized results which are rarely used. It is a “user-friendly” handbook with material mostly rooted in university mathematics and scientific courses. In fact, the first edition can already be found in many libraries and offices, and it most likely has moved with the owners from office to office since their college times. Thus, this handbook has survived the test of time (while most other college texts have been thrown away).
** Title: ** Schaum's Outline Mathematical HandBook of Formulas and Tables (5E)
** Author(s): ** Murray R Spiegel; Seymour Lipschutz; John Liu
** Publisher: ** McGraw-Hill
** Series: ** Schaum's outline series; McGraw Hill professional
** Year: ** 2018
** Pages: ** 337
** Type: ** PDF
** Language: ** English
** ISBN: ** 9780071548564,0071548564

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**Schaum's Outline Mathematical HandBook of Formulas and Tables (5E) ** written by
** Murray R Spiegel; Seymour Lipschutz; John Liu **
cover the following topics.
**Part A Forumulas**

Section I Elementary Constants, Products, Formulas

Section II Geometry

Section III Elementary Transcendental Functions

Section IV Calculus

Section V Differential Equations and Vector Analysis

Section VI Series

Section VII Special Functions and Polynomials

Section VIII Laplace and Fourier Transforms

Section IX Elliptic and Miscellaneous Special Functions

Section X Inequalities and Infinite Products

Section XI Probability and Statistics

Section XII Numerical Methods

**Part B Tables**

Section I Logarithmic, Trigonometric, Exponential Functions

Section II Factorial and Gamma Function, Binomial Coefficients

Section III Bessel Functions

Section IV Legendre Polynomials

Section V Elliptic Integrals

Section VI Financial Tables

Section VII Probability and Statistics

Index of Special Symbols and Notations

Index

**Note:-**

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