Mathematical Thought from Ancient to Modern Times: Volume 2OUP USA, 16 ago 1990 - 422 páginas This comprehensive history traces the development of mathematical ideas and the careers of the men responsible for them. Volume 1 looks at the discipline's origins in Babylon and Egypt, the creation of geometry and trigonometry by the Greeks, and the role of mathematics in the medieval and early modern periods. Volume 2 focuses on calculus, the rise of analysis in the nineteenth century, and the number theories of Dedekind and Dirichlet. The concluding volume covers the revival of projective geometry, the emergence of abstract algebra, the beginnings of topology, and the influence of Gödel on recent mathematical study. |
Índice
I | 391 |
II | 394 |
III | 396 |
IV | 398 |
V | 400 |
VII | 403 |
VIII | 406 |
IX | 411 |
LII | 608 |
LIII | 614 |
LIV | 616 |
LV | 617 |
LVI | 619 |
LVII | 621 |
LVIII | 623 |
LIX | 626 |
X | 422 |
XI | 425 |
XII | 426 |
XIII | 436 |
XIV | 440 |
XV | 442 |
XVI | 454 |
XVII | 459 |
XVIII | 460 |
XIX | 468 |
XX | 471 |
XXI | 476 |
XXII | 478 |
XXIII | 484 |
XXIV | 488 |
XXV | 490 |
XXVI | 499 |
XXVII | 502 |
XXVIII | 503 |
XXIX | 515 |
XXX | 522 |
XXXI | 531 |
XXXII | 536 |
XXXIII | 538 |
XXXIV | 540 |
XXXV | 542 |
XXXVI | 544 |
XXXVII | 547 |
XXXVIII | 554 |
XXXIX | 555 |
XL | 557 |
XLI | 562 |
XLII | 570 |
XLIII | 573 |
XLIV | 577 |
XLV | 579 |
XLVI | 582 |
XLVII | 587 |
XLVIII | 589 |
XLIX | 592 |
L | 597 |
LI | 606 |
LX | 628 |
LXI | 632 |
LXII | 642 |
LXIII | 644 |
LXIV | 651 |
LXV | 655 |
LXVI | 663 |
LXVII | 666 |
LXVIII | 667 |
LXIX | 671 |
LXX | 679 |
LXXI | 681 |
LXXII | 687 |
LXXIII | 690 |
LXXIV | 696 |
LXXV | 699 |
LXXVI | 709 |
LXXIX | 715 |
LXXX | 717 |
LXXXI | 721 |
LXXXII | 726 |
LXXXIII | 730 |
LXXXIV | 732 |
LXXXV | 739 |
LXXXVI | 745 |
LXXXVII | 749 |
LXXXVIII | 752 |
LXXXIX | 754 |
XC | 755 |
XCI | 763 |
XCII | 764 |
XCIII | 772 |
XCIV | 776 |
XCV | 779 |
XCVI | 782 |
XCVII | 785 |
XCVIII | 791 |
XCIX | 795 |
C | 799 |
CI | 804 |
Otras ediciones - Ver todo
Mathematical Thought from Ancient to Modern Times:, Volumen 2 Morris Kline No hay ninguna vista previa disponible - 1990 |
Términos y frases comunes
Acad Acta algebraic analytic arbitrary Berlin calculus of variations called Cauchy Chap Clairaut coefficients complex functions complex numbers condition convergence coordinates curvature curve d'Alembert Daniel Bernoulli degree equation derivative determined Dirichlet principle domain eighteenth century elliptic functions elliptic integrals Euler Euvres expressed finite Fourier Galois Gauss gave geometry given infinite integral introduced Jacobi James Bernoulli John Bernoulli Jour l'Acad Lagrange Lagrange's Laplace Legendre Leibniz linear logarithmic Math mathematicians mathematics mathématiques matrix Mém method Monge motion Newton Novi Comm obtained Œuvres Opera order equations ordinary differential equations paper partial differential equations Petrop physical plane Poincaré polynomial principle problem proof proved quaternions rational function reprint Riemann surface roots second order separation of variables showed singular points solution solved subgroup substitution theorem theory transformation trigonometric variables vector Weierstrass Werke ди дх