
Handbook of mathematical functions
Author:
M. Abramowitz and I. A. Stegun
Language:
 The present volume is an outgrowth of a Conference on Mathematical Tables held at Cambridge, Mass., on September 1516, 1954, under the auspices of the National Science Foundation and the Massachusett . . . . . 

Mathematical Omnibus: Thirty Lectures on Classic Mathematics
Author:
Dmitry Fuchs and Serge Tabachnikov
Language:
For us too, beauty is the first test in the choice of topics for our own research, as well as the subject for popular articles and lectures, and consequently, in the choice of material for this book. . . . . . 
Mathematics under the Microscope
Author:
Alexander Borovik
Language:
It is an unusual book
which casts new and paradoxical light on the nature of mathematics.
The book will be interesting to school teachers of mathematics and maths majors at universities, to graduate . . . . . 
Basic Concepts of Mathematics
Author:
Elias Zakon
Language:
 This book helps the student complete the transition from purely manipulative to rigorous mathematics. The clear exposition covers many topics that are assumed by later courses but are often not covere . . . . . 

Elementary Mathematics
Author:
WILLIAM CHEN and X.T. Duong
Language:
Contents: BASIC ALGEBRA; INTRODUCTION TO MATRICES; TRIGONOMETRY; INDICES AND LOGARITHMS; POLYNOMIAL EQUATIONS; INEQUALITIES AND ABSOLUTE VALUES; PROGRESSIONS; ELEMENTARY COUNTING TECHNIQUES; COMPLEX N . . . . . 
THE LIMITS OF MATHEMATICS
Author:
Chaitin Vienna
Language:
 This book presents the final version of Chaitin course on the limits of mathematical reasoning. This course uses algorithmic information theory to show that mathematics has serious limitations, and fe . . . . . 

Mathematical Methods
Author:
Stephen Cowley
Language:
Contents: Introduction; Vector Calculus; Partial Differential Equations; Fourier Transforms; Matrices; Elementary Analysis ; Ordinary Differential Equations. 
Foundations of Mathematics I
Author:
Stephen G. Simpson
Language:
Contents: Computable Functions; Undecidability of Arithmetic; The Real Number System; Informal Set Theory; Axiomatic Set Theory; Topics in Set Theory. 
Brief Lecture Notes on SelfReferential Mathematics, and Beyond
Author:
Elemer E Rosinger
Language:
Recently delivered lectures on SelfReferential Mathematics, [2], at the Department of Mathematics and Applied Mathematics, University of Pretoria, are briefly presented. Comments follow on the subjec . . . . . 
Olympiad Inequalities
Author:
Thomas J. Mildorf
Language:
The purpose of this document is to familiarize the reader with a wide range of theorems
and techniques that can be used to solve inequalities of the variety typically appearing on
mathematical Olymp . . . . . 
Encyclopaedia of Mathematics
Author:
Edited by Michiel Hazewinkel
Language:
The Online Encyclopaedia of Mathematics is the most uptodate and comprehensive Englishlanguage graduatelevel reference work in the field of mathematics today. This online edition comprises more th . . . . . 
Library of Math
Author:
David Andrew Smith
Language:
 Online math organized by subject into topics. Contents: Precalculus; Calculus; number theory; geometry. 

Mathematics
Author:
Dr. David R. Wilkins
Language:
Contents: The Principle of Mathematical Induction; Trigonometric and exponential functions; Differential equations; Introduction to Fourier methods; Sets and functions; Vectors; Abstract algebra ; Qu . . . . . 