A Short Hstory of of Greek MathematicsCUP Archive |
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Αποτελέσματα 1 - 5 από τα 67.
Σελίδα xii
... Apollonius 61-63 • 42 Symbolism of Noviomagus 64 43 Greek arithmetical education 64-65 CHAPTER IV . GREEK THEORY OF NUMBERS ( ARITHMETICA ) 66-122 44 Pythagoras . 66-68 45-46 Pythagorean and Platonic Arithmetica 68-72 47 Euclid's ...
... Apollonius 61-63 • 42 Symbolism of Noviomagus 64 43 Greek arithmetical education 64-65 CHAPTER IV . GREEK THEORY OF NUMBERS ( ARITHMETICA ) 66-122 44 Pythagoras . 66-68 45-46 Pythagorean and Platonic Arithmetica 68-72 47 Euclid's ...
Σελίδα xiii
... APOLLONIUS 192-264 Defects in Athenian culture 117 118 Rise of Alexandria 192 193-195 • 119 Euclid's life • 195-196 120 Style and structure of the Elements . 196-199 • 121 History of the text • · 199-203 122 Modern history of the book ...
... APOLLONIUS 192-264 Defects in Athenian culture 117 118 Rise of Alexandria 192 193-195 • 119 Euclid's life • 195-196 120 Style and structure of the Elements . 196-199 • 121 History of the text • · 199-203 122 Modern history of the book ...
Σελίδα xiv
... Apollonius of Perga 132 Summary of his Conics 133 Specimens of 99 134 Chasles on Archimedes and Apollonius 135 Lost works of Apollonius 136 Method of duplication attributed to Apollonius 209-215 215-221 221-222 223-225 225-233 233-237 ...
... Apollonius of Perga 132 Summary of his Conics 133 Specimens of 99 134 Chasles on Archimedes and Apollonius 135 Lost works of Apollonius 136 Method of duplication attributed to Apollonius 209-215 215-221 221-222 223-225 225-233 233-237 ...
Σελίδα xv
Λυπούμαστε, το περιεχόμενο αυτής της σελίδας είναι περιορισμένο.
Λυπούμαστε, το περιεχόμενο αυτής της σελίδας είναι περιορισμένο.
Σελίδα 48
Λυπούμαστε, το περιεχόμενο αυτής της σελίδας είναι περιορισμένο.
Λυπούμαστε, το περιεχόμενο αυτής της σελίδας είναι περιορισμένο.
Περιεχόμενα
PROLEGOMENA TO ARITHMETIC | 1 |
30 | 4 |
34 | 16 |
39 40 | 61 |
47 | 70 |
SECTION | 73 |
54 | 86 |
62 | 96 |
123 | 209 |
125 | 221 |
128 | 233 |
130 | 242 |
132 | 250 |
134 | 260 |
139 | 268 |
143 | 274 |
PREHISTORIC AND EGYPTIAN GEOMETRY 123133 | 123 |
79 | 131 |
82 | 137 |
SECTION | 138 |
87 | 145 |
c The Pythagoreans | 153 |
98 | 161 |
e The Academy | 173 |
109 | 180 |
114 | 188 |
145 | 280 |
FROM GEMINUS TO PTOLEMY | 287 |
152 | 299 |
155 | 305 |
157 | 311 |
317 | |
319 | |
25 | 7 |
28 | 28 |
Συχνά εμφανιζόμενοι όροι και φράσεις
according added algebraical angle Apollonius appears Arabic Archimedes arithmetical astronomical attributed base begins calculation called Cambridge Cantor century chord circle cited College commentary common cone conic contains curve definitions Demy described diameter Diophantus divided doubt drawn early edition Egyptian equal equations Euclid Eutocius evidence fact figure follows four fractions geometry given gives greater Greek hand Heron instance interesting introduced invented Italy kind known late later learning less mathematics means measure mentioned method Nesselmann notes numbers observed original Pappus perhaps plane Plato practical probably problem Proclus produced proof Prop proportion propositions proved Pythagoras Pythagorean quoted ratio reference remains right angles rule says seems segment side signs similar solid solution square straight line suggested supposed symbolism taken Thales theorem theory translation treated triangle University whole writer