Zygmunt Zawirski: His Life and Work: With Selected Writings on Time, Logic and the Methodology of ScienceSpringer Science & Business Media, 1994 - 381 من الصفحات Editorial Foreword; R.S. Cohen. I: A Historico-Critical Introduction; I. Szumilewicz-Lachman. One: Some Data. Two: Kazimierz Twardowski (1866-1938), the Creator of the Lwów-Warsaw School. Three: The Lwów-Warsaw School (1895-1939). Four: The LWS and the Vienna Circle. Five: Zygmunt Zawirski, a Short Bio-Bibliography (1882-1948). II: Zygmunt Zawirski: Selected Writings on Time, Logic & the Methodology of Science. One: Reports. Two: Logic. Three: Methodology. Four: Time: Selections from The Evolution of the Notion of Time. Part One: Introduction: a Brief Survey of the Time Theories. Part Two: Time Aporias and Their Solution. Notes. List of Zawirski's Main Publications. Index. |
المحتوى
IV | 3 |
V | 8 |
VI | 15 |
VII | 19 |
VIII | 33 |
IX | 37 |
X | 43 |
XI | 64 |
XXXIII | 222 |
XXXIV | 223 |
XXXV | 226 |
XXXVII | 228 |
XXXVIII | 229 |
XXXIX | 234 |
XL | 237 |
XLI | 243 |
XII | 79 |
XIII | 81 |
XV | 83 |
XVI | 98 |
XVII | 112 |
XVIII | 117 |
XIX | 169 |
XX | 186 |
XXI | 190 |
XXII | 194 |
XXIII | 195 |
XXIV | 197 |
XXV | 199 |
XXVI | 205 |
XXVII | 206 |
XXVIII | 208 |
XXIX | 214 |
XXX | 216 |
XXXI | 219 |
XLIII | 244 |
XLV | 248 |
XLVII | 249 |
L | 250 |
LII | 251 |
LIV | 252 |
LVI | 255 |
LVII | 259 |
LVIII | 279 |
LIX | 307 |
LX | 347 |
LXI | 358 |
LXII | 361 |
LXIII | 365 |
LXIV | 369 |
LXV | 375 |
| 379 | |
طبعات أخرى - عرض جميع المقتطفات
عبارات ومصطلحات مألوفة
absolute absurdity according admit arguments Aristotle attribute axiomatic axioms Bergson Brouwer calculus causality principle classical conception Congress consciousness consequence considered continuity corresponds criticism definition Descartes duration Einstein elements eternal return eternity excluded middle exist expressed fact Filozoficzny finite number formalist formula hence Heyting's hypothesis idea infinite intervals intuition intuitionist Jan Łukasiewicz Kant Kant's Kazimierz Twardowski Kraków language lecture Leibniz likewise logical value Łukasiewicz Lwów many-valued logic mathematical matrix means measure metaphysics metric moderate realism modern motion movement multi-valued logic nature negation Newton object observation opinion phenomena philosophy physics Plotinus point of view Polish possible present priori probability problem properties propositions psychological quantum question reality Reichenbach relation result role scientific sense sentence simultaneity space succession Tarski temporal order term theorem theory of relativity things three-valued logic tion true truth Twardowski two-valued logic universe Vienna Circle Zawirski