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Tag Archives: Mathematics
A History of Mathematics in America Before 1900 (Smith)
A History of Mathematics in America Before 1900 (Carus Mathematical Monograph #5; Chicago: Mathematical Association of America with the Open Court Pub. Co., c1934), by David Eugene Smith and Jekuthiel Ginsburg (page images at HathiTrust) New Online Books http://catalog.hathitrust.org/Record/000166499
Posted in Online Library Books
Tagged 1900, America, Before, History, Mathematics, Smith
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A Short History of Greek Mathematics (Gow)
A Short History of Greek Mathematics (Cambridge, UK: At the University Press, 1884), by James Gow (stable link) New Online Books http://onlinebooks.library.upenn.edu/webbin/book//lookupid?key=olbp64630
Mathematics for Materials Science and Engineers
Mathematics for Materials Science and Engineers Lecture Notes CONTENTS Introduction to Mathematica I4 Linear Algebra: vectors, matrices, multiplication, inversion and relations to linear systems of equations Uniqueness, Vector Spaces, Rank, Nullity, Geometry and Symmetry Complex numbers and Operations, Euler’s Formula … Continue reading
Mathematics of Statistics (Kenney)
Mathematics of Statistics (2 volumes (first volume is second edition); New York: D. Van Nostrand, 1947), by John F. Kenney (page images at HathiTrust) New Online Books
Mathematics of the DFT (Discrete Fourier Transform) with Audio Applications
Mathematics of the DFT (Discrete Fourier Transform) with Audio Applications JULIUS O. SMITH III TOC Introduction to the DFT Complex Numbers Proof of Euler’s Identity Sinusoids and Exponentials Geometric Signal Theory The DFT Derived Fourier Theorems for the DFT DFT … Continue reading
Posted in Engineering
Tagged Applications, AUDIO, Discrete, Fourier, Mathematics, Transform
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Mathematics for the Physical Science
Mathematics for the Physical Science TOC Chapter 1 Vector Spaces and Matrices 1.1 Vector Spaces 1.2 Schwarz Inequality and Orthogonal Sets 1.3 Linear Dependence and Independence 1.4 Linear Operators on a Vector Space 1.5 Eigenvalues and Hermitian Operators 1.6 Unitary … Continue reading
Mathematics for Computer Science
Mathematics for Computer Science Eric Lehman and Tom Leighton 2004 TOC 1 What is a Proof? 1.1 Propositions 1.2 Axioms 1.3 Logical Deductions 1.4 Examples of Proofs 1.4.1 A Tautology 1.4.2 A Proof by Contradiction 2 Induction I 2.1 AWarmup … Continue reading
Introduction to Finite Mathematics (Kemeny)
Introduction to Finite Mathematics (second and third published editions, with an electronic fourth edition in preparation), by John G. Kemeny, J. Laurie Snell, and Gerald Luther Thompson (PDF files at Dartmouth) New Online Books
The Fundamentals of Abstract Mathematics – Proof and Concepts
Proofs and Concepts – The Fundamentals of Abstract Mathematics TOC Part I. Introduction to Logic and Proofs 1. What is Logic? 1A. Assertions and deductions 1B. Two ways that deductions can go wrong 1C. Deductive validity 1D. Other logical notions … Continue reading