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244 books

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  1. Euclid's Elements (Heath)
    AI × MATH
    3 vols

    Euclid's Elements (Heath)

    Euclid info, Thomas L. Heath info

    First published: c. 300 BC

    3 volumes · All thirteen books in three volumes, with Heath's commentary.

    THE ORIGINAL geometry/trigonometry books, with commentary from a historian of mathematics exploring the development of geometric thought across civilizations.

    Primary SourceHidden Gem

  2. Introduction to Analysis of the Infinite
    2 vols

    Introduction to Analysis of the Infinite

    Leonhard Euler info, John D. Blanton info

    First published: 1748

    2 volumes · Euler's Introductio in analysin infinitorum (1748), translated by John D. Blanton.

    Euler builds functions, series, e and the exponential from scratch. The birth of modern analysis, still readable.

    Primary SourceHidden Gem

  3. The Art of Computer Programming
    AI × CS
    5 vols

    The Art of Computer Programming

    Donald E. Knuth info

    First published: 1968

    5 volumes · Knuth's life work; volumes 1–4B so far.

    Mathematical preliminaries, MIX, information structures: lists, trees and memory.

    Landmark Work

  4. Plane Trigonometry (Loney)
    2 vols

    Plane Trigonometry (Loney)

    S. L. Loney info

    First published: 1893

    2 volumes · Part I is the classic school course; Part II is analytical trigonometry.

    Trigonometry done properly, with thousands of graded problems used to train for math olympiads and India's hardest engineering entrance exam. Still the best way to master it.

    Textbook

  5. Cover of Higher Algebra

    Higher Algebra

    H. S. Hall info, S. R. Knight info

    First published: 1887

    Inequalities, series, permutations and continued fractions. The problems olympiad students still use.

    Textbook

  6. Algebra (Chrystal)
    2 vols

    Algebra (Chrystal)

    George Chrystal info

    First published: 1886

    2 volumes

    A deep, rigorous school algebra far beyond modern syllabuses.

    TextbookHidden Gem

  7. Cover of What Is Mathematics?

    What Is Mathematics?

    Richard Courant info, Herbert Robbins info

    First published: 1941

    A tour of real mathematics, from numbers and geometry to topology and calculus, for anyone curious.

    General Reader

  8. Algebra

    Algebra

    I. M. Gelfand info, A. Shen info

    First published: 1993

    From Gelfand's correspondence school: algebra taught by a great mathematician to teenagers.

    TextbookHidden Gem

  9. Cover of Linear Algebra

    Linear Algebra

    Georgi E. Shilov info

    First published: 1971

    Dover; year is the first English edition

    Determinants to Jordan form, compact and careful.

    TextbookHidden Gem

  10. Cover of Mathematical Analysis (Zorich)
    2 vols

    Mathematical Analysis (Zorich)

    Vladimir A. Zorich info

    First published: 1981

    2 volumes

    A modern, physics-friendly analysis course from Moscow State University.

    Textbook