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Katz V.J. — A History of Mathematics: An Introduction
Katz V.J. — A History of Mathematics: An Introduction



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Íàçâàíèå: A History of Mathematics: An Introduction

Àâòîð: Katz V.J.

Àííîòàöèÿ:

Provides a world view of mathematics, balancing ancient, early modern and modern history. Problems are taken from their original sources, enabling students to understand how mathematicians in various times and places solved mathematical problems. In this new edition a more global perspective is taken, integrating more non-Western coverage including contributions from Chinese/Indian, and Islamic mathematics and mathematicians. An additional chapter covers mathematical techniques from other cultures.


ßçûê: en

Ðóáðèêà: Ìàòåìàòèêà/

Ñòàòóñ ïðåäìåòíîãî óêàçàòåëÿ: Ãîòîâ óêàçàòåëü ñ íîìåðàìè ñòðàíèö

ed2k: ed2k stats

Èçäàíèå: 2-nd edition

Ãîä èçäàíèÿ: 1998

Êîëè÷åñòâî ñòðàíèö: 903

Äîáàâëåíà â êàòàëîã: 22.12.2013

Îïåðàöèè: Ïîëîæèòü íà ïîëêó | Ñêîïèðîâàòü ññûëêó äëÿ ôîðóìà | Ñêîïèðîâàòü ID
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Ïðåäìåòíûé óêàçàòåëü
Torricelli, Evangelista      478—480
Transcendental numbers      665 826
Translations      290—291 386
Transmutation theorem      524—527
TREE      336 850
Triangles, solution of      149—156 300 398 102 419 120
Trichotomy      807—809
Trigonometry, and logarithms      417 120
Trigonometry, Chinese      195—197
Trigonometry, etymology of terms      401 02
Trigonometry, formulas      371—372 772—774 777-779
Trigonometry, functions      143—145 157 195—197 212—215 274-282 299—300 401 489 190 494—496 508—509 530 554 556—558 569 581—582
Trigonometry, Greek      142—145
Trigonometry, in Renaissance mathematics      371—374
Trigonometry, Indian      212—218
Trigonometry, Islamic      274—282
Trigonometry, medieval European      293 296 298—300 328 329
Trigonometry, non — Euclidean      772—774 777—779 784
Trigonometry, plane      143 147 149—152 399 101
Trigonometry, series      582 722—726 731 733
Trigonometry, spherical      143 152—157 277—281 299—300 401
Trigonometry, tables      145—149 195—197 212—215 281—282 293 296—299 333 401
Trisecting the angle      51 127—128 664
Turing machine      839—841
Turing, Alan      807
Turing, biography      840
Twentieth-century mathematics      805—851
Twentieth-century mathematics, algebra      822—833
Twentieth-century mathematics, computers      834—851
Twentieth-century mathematics, set theory      808—814
Twentieth-century mathematics, topology      814—822
Ulugh Beg      282
Unique factorization      655—657
universities      see Cambridge University; Education; Textbooks
University of Berlin      658 672 725 727 728 732 810
University of Bologna      316 358—359 566
University of Gottingen      654 725 728 790 797 816 830
University of Leiden      376
University of Paris      316 317 635 821
van der Waerden, B. L.      831
van Heuraet, biography      498
van Heuraet, Hendrick      496—498
van Schooten, Frans      see
Vector      651 685—686 794—795
Vector analysis      746—752
Vector analysis, divergence theorem      748—749
Vector analysis, Green’s theorem      743 745—746 749 750 752
Vector analysis, line integrals      742—743 747—748
Vector analysis, Stokes’ theorem      750—752
Vector analysis, surface integrals      748—749
Vector space      794—795 833
Vector space, axiomatization of      826—827
Vector, in Heron      159—160
Velocity      501—502
Velocity, in Heron      159—160
Velocity, in Maclaurin      583—584
Velocity, in medieval Europe      314—315 318—321 329
Velocity, in Renaissance mathematics      421 23
Vertex      111 117
Vi$\grave{e}$te, and analytic geometry      431 32 436 438
Vi$\grave{e}$te, biography      370
Vi$\grave{e}$te, Fran$\c{c}$ois      369—375 446 504
Vibrating string problem      578—582
Vietoris, Leopold      832
Vitruvius      102 108 169
Viviani, Vincenzo      574—575
Vlacq, Adrian      420
Volterra, Vito      752
Volume of paraboloid      273—274
Volume of pyramid      20—21 23—25 92—93 163 269
Volume of solids      162—163 468 69 574—575
Volume of sphere      91—95 574—575
von Neumann, biography      845
von Neumann, John      807 844—845
Von Staudt, Christian      788—789
Wallis, biography      486
Wallis, John      485 88 495—496 504 521
Wang Xiaotong      202
Wantzel, Pierre      664
Wave equation      578—582
Weber, Heinrich      651 675—677 824
Wedderbum, Joseph H. M.      828—829
Weierstrass, biography      727
Weierstrass, Bolzano — Weierstress property      814—815
Weierstrass, Karl      658 672 727—729 732 737 809
Weil, Andr$\acute{e}$      813
Well-ordering theorem      807—809
Wessel, Caspar      737—738
Weyl, Hermann      805 827
Whiston, William      610
Whitney, Hassler      850
Wilhelm of Moerbeke      291
Wilson’s Theorem      652
Winthrop, John      641
Witt, Jan de      442—444
Women in mathematics      311 831
Women in mathematics, Agnesi      565—567
Women in mathematics, Germain      655—656
Women in mathematics, Hypatia      168 170 187—188
Women in mathematics, Kovalevskaya      728—729
Women in mathematics, Lovelace      807 837—838
Women in mathematics, Noether      805—806 829—832
Women in mathematics, Pandrosian      183
Women in mathematics, Young      815—816
Wren, Christopher      496
Yale University      640 686
Yang Hui      195 202—203 207 208
Yi Xing      196—197
Young, Grace Chisholm      815—816
Young, William      815—816
Yule, George Udny      759
Zenith      155—156
Zeno of Elea      54
Zeno’s paradoxes      56—58
Zermelo, biography      810
Zermelo, Ernst      806 808—814
Zero, and place value system      231 240
Zero, etymology      241
Zero, in calculus      583
Zero, in Indian mathematics      226
Zero, in medieval Europe      302
Zhang Qiujian      198—199 202
Zhu Shijie      192 207 209—210
Zodiac      see Astronomy
Zorn, Max      812
1 2 3 4 5 6 7
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