Basic math for social scientists

Basic math for social scientists: concepts

by Hagle, Timothy M.

Type Book
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Taking an informal approach, Hagle presents a review of the basic mathematical concepts that underlie most quantitative analysis in the social sciences. After an algebra review featuring sets and combinations, Hagle discusses limits and continuity. Calculus is presented next, with an introduction to differential calculus. Multivariate functions, partial derivatives and integral calculus are discussed; the author concludes with a discussion of matrix algebra. Aimed at readers who have taken one …

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Title Statements

  • Full title :Basic math for social scientists : concepts / Timothy M. Hagle.

Summary

Taking an informal approach, Hagle presents a review of the basic mathematical concepts that underlie most quantitative analysis in the social sciences. After an algebra review featuring sets and combinations, Hagle discusses limits and continuity. Calculus is presented next, with an introduction to differential calculus. Multivariate functions, partial derivatives and integral calculus are discussed; the author concludes with a discussion of matrix algebra. Aimed at readers who have taken one or two courses in algebra, this volume is packed with helpful definitions, equations, and examples as well as alternative notations. A useful appendix of common math symbol and Greek letters is also included. Learn more about "The Little Green Book"--QASS Series!

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Edition Statements

  • Publication Date:©1995.

Publication Statements

  • Publisher(s):SAGE Publications
  • Place of Publication:Thousand Oaks, Calif
  • Language:eng
  • Publication Date:©1995.

The Physical Object

  • Description:1 online resource (viii, 96 pages) : : illustrations

Edition Identifiers

  • ISBN:0585180857, 9780585180854, 0803958757, 9780803958753, 1544307772, 9781544307770, 9781506317694, 1506317693
  • oclc:ocm44959478
  • LC Classification:QA37.2
  • Dewey Decimal:515/.14

Table of Contents

1. Introduction -- 2. Limits and Continuity -- 3. Differential Calculus -- 4. Multivariate Functions and Partial Derivatives -- 5. Integral Calculus -- 6. Matrix Algebra.

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