The World of MathematicsРипол Классик, 1960 - 2535 עמודים |
תוכן
2 | |
6 | |
12 | |
22 | |
24 | |
44 | |
Historical and Biographical | 73 |
MINIl | 132 |
Commentary | 395 |
Mathematics as an Element in the History of Thought | 402 |
Arithmetic Numbers and | 417 |
Counting by LEVI LEONARD comm | 432 |
From Numbers to Numerals and From Numerals to Com | 442 |
1856 | 480 |
The Ability of Birds to Count by 0 KOEHLER | 489 |
1859 | 507 |
The Study That Knows Nothing of Observation | 176 |
Archimedes by PLUTARCll vrnwvws TZETZES | 180 |
Mathematical Creation by HENRI POINOARIE 204 | 204 |
The Declaration of the Profit of Arithmeticke | 212 |
Theory of Political Economy | 238 |
Concerning Probability by PIERRE SIMON DE LAPLACE | 254 |
9 Isaac Newton by E N DA 0 ANDRADE | 255 |
1753 | 287 |
The Analyst by BISHOP BERKELEY | 288 |
Commentary | 294 |
1773 | 305 |
Commentary | 340 |
Commentary | 366 |
Crystals and the Future of Physics | 371 |
RUSSELL | 381 |
1832 | 383 |
On the Binomial Theorem for Fractional and Negative | 525 |
1325 | 537 |
The Lever of Mahomet 2412 | 545 |
The Exactncss of Mathematical Laws | 548 |
On the Space Theory of Matter | 568 |
The Supreme Art of Abstraction | 570 |
Topology by RICHARD COURANT and HERBERT ROBBINS | 581 |
1878 | 591 |
Diirer as a Mathematician by ERWIN PANOFSKY | 603 |
Mathematics and the Metaphysicians 1576 | 615 |
t Projective Geometry by MORRIS KLINE | 622 |
Commentary | 642 |
Symmetry by HERMANN WEYL | 671 |
Common Sense and the Universe by STEPHEN LEACOCK 2460 | 696 |
Commentary | 726 |
מהדורות אחרות - הצג הכל
מונחים וביטויים נפוצים
abstract Alfred North Whitehead algebra analytical analytical geometry Archimedes arithmetic astronomical Bertrand Russell calculation called Cayley century circle cross-ratio cube curve defined definition Desargues Descartes difficult digits Diophantus discovered discovery distance earth Egyptian Egyptian mathematics equal equation Euclid Euclidean geometry Euler example expressed fact field figure finally find finding finger finite first five fixed fluid fluxions friends Gauss given Greek ideas infinite infinitesimal influence integers interest invented Kepler later Leibniz logic mathe mathematicians mathematics matics matter means method motion multiplied nature never Newton non-Euclidean geometry orbit philosophy physical plane polygon problem projective geometry proof proved Pythagoras rational numbers reason reflection regular polygon result right angles Russell scientific sides significance space sphere square straight line sufficient supposed surface Sylvester symmetry theorem theory of numbers things thought tion triangle University velocity Whitehead write