Science Awakening IISpringer Science & Business Media, 1973 M12 31 - 347 pages Whoever wants to understand the genesis of modern Science has to follow three lines of development, all starting in antiquity, which were brought together in the work of ISAAC NEWTON, namely 1. Ancient Mathematics => DESCARTES 2. Ancient Astronomy => COPERNICUS : ~~~~ I=> NEWTON 3. Ancient Mechanics => GALILEO => HUYGENS In Science Awakening I (Dutch edition 1950, first Eng1ish edition 1954, second 1961, first German edition 1956, second 1965) I have followed the first 1ine, giving an outline of the development of Mathematics in Egypt, Babylonia, and Greece. Volume II, dealing with Egyptian and Baby1onian Astronomy first appeared in German under the title 'Die Anfänge der Astronomie' (Noordhoff, Groningen 1965 and Birkhäu ser, Basel 1968). The volume was written in collaboration with PETER HUBER (Swiss Federal School of Technology, Zürich). HUBER has written considerable parts of Chap ters 3 and 4, in particular all transcriptions of cuneiform texts in these chapters. I also had much help from ERNST WEIDNER (Graz), MARTIN VERMASEREN (Amsterdam), JOSEF JANSEN (Leiden) and MANU LEUMANN (Zürich). |
From inside the book
Results 1-5 of 14
Page ix
... Saros ' . . . Intercalation periods . The relation year : month . Planetary periods . 102 102 103 104 107 Goal - year texts 108 Long periods . 110 The ' great year ' . 112 PREDICTION OF ECLIPSES 115 The premature eclipse Thompson 271 ...
... Saros ' . . . Intercalation periods . The relation year : month . Planetary periods . 102 102 103 104 107 Goal - year texts 108 Long periods . 110 The ' great year ' . 112 PREDICTION OF ECLIPSES 115 The premature eclipse Thompson 271 ...
Page xi
... . 223 Table for G. . . 224 Calculation of Columns K , L and M Column and the Saros . . . The basic assumptions of System A 225 226 229 . An approximation procedure . The role of observation 230 231 TABLE OF CONTENTS XI.
... . 223 Table for G. . . 224 Calculation of Columns K , L and M Column and the Saros . . . The basic assumptions of System A 225 226 229 . An approximation procedure . The role of observation 230 231 TABLE OF CONTENTS XI.
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Contents
XI | 8 |
XII | 9 |
XIII | 10 |
XV | 11 |
XVI | 13 |
XVIII | 14 |
XIX | 17 |
XX | 19 |
CXXXII | 181 |
CXXXIII | 182 |
CXXXIV | 183 |
CXXXV | 184 |
CXXXVI | 185 |
CXXXVII | 186 |
CXXXIX | 187 |
CXL | 188 |
XXI | 26 |
XXIII | 28 |
XXV | 29 |
XXVI | 32 |
XXVIII | 37 |
XXX | 39 |
XXXI | 41 |
XXXII | 42 |
XXXIII | 43 |
XXXIV | 46 |
XXXV | 48 |
XXXVI | 49 |
XXXVII | 50 |
XXXVIII | 51 |
XXXIX | 52 |
XLII | 53 |
XLIII | 55 |
XLIV | 56 |
XLV | 57 |
XLVI | 59 |
XLVII | 60 |
XLVIII | 61 |
XLIX | 62 |
L | 64 |
LI | 67 |
LII | 69 |
LIV | 70 |
LV | 71 |
LVI | 74 |
LVIII | 77 |
LX | 79 |
LXI | 80 |
LXII | 84 |
LXIV | 86 |
LXV | 88 |
LXVI | 89 |
LXVII | 91 |
LXVIII | 93 |
LXIX | 94 |
LXXII | 95 |
LXXIV | 96 |
LXXVI | 98 |
LXXVIII | 99 |
LXXIX | 100 |
LXXX | 101 |
LXXXI | 102 |
LXXXIII | 103 |
LXXXIV | 104 |
LXXXV | 107 |
LXXXVI | 108 |
LXXXVII | 110 |
LXXXVIII | 112 |
LXXXIX | 115 |
XC | 116 |
XCI | 117 |
XCIV | 120 |
XCV | 122 |
XCVI | 126 |
XCVIII | 127 |
XCIX | 128 |
CI | 129 |
CIII | 133 |
CV | 134 |
CVI | 135 |
CVII | 137 |
CVIII | 138 |
CIX | 139 |
CX | 140 |
CXI | 141 |
CXII | 142 |
CXIII | 144 |
CXIV | 146 |
CXV | 150 |
CXVI | 155 |
CXVII | 156 |
CXVIII | 160 |
CXIX | 161 |
CXX | 162 |
CXXI | 163 |
CXXII | 165 |
CXXIII | 168 |
CXXV | 169 |
CXXVI | 170 |
CXXVII | 172 |
CXXVIII | 175 |
CXXIX | 176 |
CXXX | 178 |
CXXXI | 180 |
CXLI | 189 |
CXLIV | 191 |
CXLV | 192 |
CXLVI | 193 |
CXLVII | 194 |
CXLVIII | 195 |
CXLIX | 196 |
CL | 197 |
CLII | 199 |
CLIII | 201 |
CLV | 202 |
CLVI | 205 |
CLVII | 208 |
CLVIII | 210 |
CLX | 212 |
CLXI | 214 |
CLXII | 216 |
CLXIII | 221 |
CLXV | 222 |
CLXVI | 223 |
CLXVII | 224 |
CLXVIII | 225 |
CLXIX | 226 |
CLXX | 229 |
CLXXI | 230 |
CLXXII | 231 |
CLXXIII | 233 |
CLXXV | 236 |
CLXXVII | 237 |
CLXXVIII | 238 |
CLXXIX | 239 |
CLXXX | 240 |
CLXXXII | 241 |
CLXXXIII | 242 |
CLXXXIV | 244 |
CLXXXVI | 245 |
CLXXXVII | 246 |
CLXXXVIII | 247 |
CLXXXIX | 248 |
CXC | 250 |
CXCI | 253 |
CXCII | 254 |
CXCIII | 256 |
CXCIV | 257 |
CXCV | 258 |
CXCVI | 259 |
CXCVII | 260 |
CXCVIII | 261 |
CXCIX | 262 |
CCI | 263 |
CCII | 264 |
CCIV | 265 |
CCV | 266 |
CCVII | 271 |
CCIX | 273 |
CCXI | 275 |
CCXIII | 276 |
CCXIV | 279 |
CCXV | 280 |
CCXVII | 281 |
CCXVIII | 284 |
CCXIX | 285 |
CCXXI | 287 |
CCXXIII | 288 |
CCXXIV | 290 |
CCXXV | 291 |
CCXXVI | 292 |
CCXXVII | 294 |
CCXXVIII | 295 |
CCXXIX | 297 |
CCXXX | 299 |
CCXXXII | 300 |
CCXXXIII | 301 |
CCXXXVI | 302 |
CCXXXVII | 305 |
CCXXXVIII | 306 |
CCXXXIX | 308 |
CCXL | 309 |
CCXLII | 311 |
CCXLIII | 314 |
CCXLIV | 316 |
CCXLV | 323 |
CCXLVI | 324 |
327 | |
328 | |
331 | |
347 | |
Common terms and phrases
30 days according Ahura Mazda Assyrian astrolabe astrology astronomical Avesta Babylon Babylonian Babylonian astronomy BEROSSOS bēru calculated calendar called century B.C. Chaldaeans Chapter column constellations contains cuneiform cuneiform texts daily motion DARIUS decans degrees divine doctrine Egypt Egyptian Enlil equinoxes EUDOXOS fixed stars fragment Full Moon GEMINOS gods Greek heaven Hence HERODOTOS horoscope astrology horoscopes inscription Jupiter kings KUGLER later linear zigzag function longitude lunar eclipses Magi Marduk Mars means Mercury methods middle middle Persian Mithras months morning rising mulAPIN names NEUGEBAUER night node observations Orphic path Persian phenomena Pisces planetary planets Plate PLATON position predictions procedure text Pythagoreans reign religion retrograde retrograde motion rising of Sirius SACHS Saros Saturn Seleucid Seleucid era sidereal solar eclipse solstice soul Sternkunde šú synodic months synodic periods theory Tishtrya tithis TRAIANUS Uruk velocity Venus visible ZARATHUSTRA Zervanism Zeus zodiacal signs
Popular passages
Page 4 - Aries, Taurus, Gemini, Cancer, Leo, Virgo, Libra, Scorpio, Sagittarius, Capricornus, Aquarius, Pisces.