Verfügbarkeit: Quantum relativity

Quantum relativity: a synthesis of the ideas of Einstein and Heisenberg

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Bibliographische Detailangaben
1. Verfasser:	Finkelstein, David Ritz (VerfasserIn)
Format:	Buch
Sprache:	English
Veröffentlicht:	Berlin [u.a.] Springer 1996
Schriftenreihe:	Texts and monographs in physics
Schlagworte:	Einstein, Albert <1879-1955> Heisenberg, Werner <1901-1976> Kwantummechanica Philosophie Quantentheorie Physics > Philosophy Quantum theory Relativistische Quantentheorie Quantengravitation Relativitätstheorie
Online-Zugang:	Inhaltsverzeichnis
Beschreibung:	XXII, 577 S.
ISBN:	3540570845 0387570845

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Datensatz im Suchindex

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adam_text	CONTENTS ACT 1 ONE 1. QUANTUM ACTION . 3 1.1 THE QUANTUM EVOLUTION . 3 1.2 QUANTUM CONCEPTS . 11 1.2.1 INITIAL AND FINAL MODES . 12 1.2.2 QUANTUM RELATIVITY . 19 1.2.3 TIME . 21 1.2.4 BEING, BECOMING AND DOING . 22 1.2.5 ONTISM AND PRAXISM . 24 1.3 QUANTUM ENTITIES . 27 1.3.1 SHARP ACTIONS . 27 1.3.2 COMPLETE ACTIONS . 28 1.3.3 QUANTUM ACTS . 29 1.3.4 QUANTUM ACTIVITY . 29 1.3.5 QUANTUM SUPERPOSITION . 30 1.4 THE QUANTUM PROJECT . 33 1.4.1 UNDERSTANDING QUANTUM THEORY . 35 1.4.2 THE QUANTUM-RELATIVITY ANALOGY . 36 1.5 QUANTUM NOMENCLATURE . 37 1.6 SUMMARY . 41 2. ELEMENTARY QUANTUM EXPERIMENTS . 43 2.1 MALUSIAN EXPERIMENTS . 43 2.2 ADJOINT . 49 2.3 ACTION VECTOR SEMANTICS . 53 2.3.1 GENERAL ACTIONS . 53 2.3.2 ACTION VECTORS OF CLASSICAL SYSTEMS . 55 2.3.3 EQUIVALENT ACTIONS . 56 2.3.4 SEMANTICS AND ENSEMBLES . 57 2.3.5 LOGIC, KINEMATICS, AND DYNAMICS . 58 2.3.6 COMPLEX VECTORS . 59 2.3.7 ADJOINT AND TIME REVERSAIS . . . 60 2.4 QUANTUM AND CLASSICAL KINEMATICS . 65 2.4.1 CLASSICAL KINEMATICS . 65 XIV CONTENTS 2.4.2 BOHR QUANTUM PRINCIPLE . 66 2.4.3 QUANTUM KINEMATICS . 67 2.4.4 LOGICAL MODES . 69 2.4.5 CAUSES . 70 2.4.6 COMPLETENESS . 71 2.4.7 CONNECTEDNESS . 71 2.5 QUANTUM AND CLASSICAL RELATIVITIES . 72 2.6 SUMS OVER PATHS . 74 2.7 DISCRETE QUANTUM THEORY . 76 2.8 SUMMARY . 78 3. CLASSICAL MATRIX MECHANICS . 79 3.1 OPERATIONS AND COOPERATIONS . 79 3.1.1 CLASSICAL OPERATORS . 81 3.1.2 CLASSICAL COOPERATIONS AND COARROWS . 83 3.1.3 LINEARIZATION . 85 3.1.4 VACUUM . 87 3.2 ORDINATES AND COORDINATES . 88 3.2.1 CLASSICAL EIGENVALUE PRINCIPLE . 90 3.2.2 SPECTRAL ANALYSIS . 91 3.2.3 COMPLETE COORDINATES . 93 3.2.4 OR, XOR, AND POR . 94 3.2.5 AVERAGES . 97 3.2.6 FRAMED ALGEBRAS . 98 3.3 SOME CLASSICAL SYSTEMS . 99 3.3.1 BIT . 100 3.3.2 JV-RING . 102 3.3.3 BIN AND COMMUTING CALCULUS . 103 3.3.4 BITS AND ANTICOMMUTING CALCULUS . 104 3.3.5 TOP BIN . 105 3.3.6 EXTENDED BIN . 106 3.4 SUMMARY . 108 3.5 REFERENCES . 108 4. QUANTUM JUMPS . 109 4.1 QUANTUM ARROWS AND COARROWS . 109 4.1.1 QUANTUM OPERATIONS . 109 4.1.2 QUANTUM SYSTEMS ARE NOT CATEGORIES . 110 4.2 ADJOINTS AND METRICS . 112 4.2.1 QUANTUM TYPES . 115 4.2.2 NEGATIVE NORMS . 116 4.2.3 PROJECTIONS . 118 4.2.4 QUANTUM COORDINATES . 120 4.2.5 INTERPRETATIONS OF COORDINATES . 121 CONTENTS XV 4.2.6 PROJECTIVE COORDINATES . 123 4.2.7 NON-NUMERICAL COORDINATES . 127 4.3 TRANSFORMATION THEORY . 128 4.3.1 FRAMES . 128 4.3.2 OPERATOR KINEMATICS, QUANTUM AND CLASSICAL . 129 4.3.3 QUANTUM ENTITY . 130 4.4 QUANTIZING . 131 4.4.1 RE-RELATIVIZING . 132 4.4.2 REPHASING . 133 4.4.3 QUANTIZATION AND NON-COMMUTATIVITY . 134 4.5 BORN-MALUS LAW . 135 4.6 QUANTUM LOGIC . 136 4.6.1 QUANTUM BINARY VARIABLES . 136 4.6.2 QUANTUM OR, POR, AND XOR . 136 4.6.3 QUANTUM COOPERATIONS . 138 4.7 INDEFINITE QUANTUM KINEMATICS . 139 4.8 SIMPLE QUANTUM SYSTEMS . 140 4.8.1 BIT . 140 4.8.2 BIN . 140 4.8.3 PROJECTIVE QUANTUM BIN . 141 4.8.4 INDETERMINACY PRINCIPLE . 143 4.8.5 HYDROGEN ATOM . 144 4.8.6 PHOTON AND GHOST . 145 4.9 SUMMARY . 150 5. NON-OBJECTIVE PHYSICS . 153 5.1 DESCARTES ' MATHESIS . 153 5.2 NEWTON ' S AETHER . 156 5.2.1 PARTIAL REFLECTION AND INTERFERENCE . 156 5.2.2 POLARIZATION . 158 5.2.3 DIFFRACTION . 159 5.2.4 QUANTUM PRINCIPLE . 160 5.3 PLANCK ' S CONSTANTS . 163 5.3.1 K IS FOR THERMODYNAMICS . 164 5.3.2 C IS FOR SPECIAL RELATIVITY . 164 5.3.3 G IS FOR GRAVITY . 165 5.3.4 H IS FOR QUANTUM THEORY . 165 5.3.5 PLANCK UNITS . 165 5.4 EINSTEIN ' S QUANTUM . 167 5.4.1 PHOTOELECTRIC EFFECT . 167 5.4.2 UNIFIED FIELDS . 168 5.4.3 HOW DID NEWTON KNOW? . 169 5.5 BOHR ' S ATOM . 171 5.5.1 CORRESPONDENCE PRINCIPLE . 173 XVI CONTENTS 5.6 POST-QUANTUM THEORIES . 173 5.6.1 THEORY S . 176 5.6.2 THEORY N . 178 5.6.3 THEORY O . 179 5.6.4 THEORY S . 182 5.6.5 WHY SO MANY THEORIES? . 183 6. WHY VECTORS? . 185 6.1 FUNDAMENTAL THEOREM (WEAK FORM) . 187 6.2 GALOIS LATTICES AND GALOIS CONNECTION . 188 6.3 MULTIPLICITY . 191 6.4 LOGIC-BASED ARITHMETIC . 192 6.4.1 QUANTUM-LOGICAL ADDITION . 193 6.4.2 QUANTUM-LOGICAL MULTIPLICATION . 195 6.5 FUNDAMENTAL THEOREM (STRONG FORM) . 196 6.5.1 OCCLUSION . 197 6.5.2 IDENTIFICATION . 197 6.5.3 ADJOINT . 198 6.5.4 MODULARITY . 198 6.5.5 IRREDUCIBILITY . 199 6.5.6 DESARGUESIAN POSTULATE . 199 6.5.7 PROOFS . 199 6.6 GENERATORS . 202 6.7 CRITIQUE OF THE LATTICE LOGIC . 202 6.8 SUMMARY . 203 ACT 2 MANY 7. MANY QUANTA . 207 7.1 CLASSICAL COMBINATORICS . 208 7.1.1 ORDERED PAIRS OF UNITS . 210 7.1.2 UNORDERED PAIRS OF UNITS . 212 7.1.3 SYMMETRY AND DUALITY . 212 7.1.4 SEQUENCE . 214 7.1.5 SERIES . 216 7.1.6 SIB . 220 7.1.7 SET . 221 7.2 QUANTUM COMBINATORICS . 222 7.2.1 QUANTUM SEQUENCE . 224 7.2.2 QUANTUM SERIES . 224 7.2.3 QUANTUM SIB . 225 7.2.4 QUANTUM SET . 226 7.3 SINGLETON . 228 7.4 WHY TENSORS? . 229 7.4 SUMMARY . 229 CONTENTS XVII 8. QUANTUM PROBABILITY AND IMPROBABILITY . 231 8.1 QUANTUM LAW OF LARGE NUMBERS . 232 8.1.1 WEAK LAW OF LARGE NUMBERS . 234 8.1.2 STRONG LAW OF LARGE NUMBERS . 235 8.2 MIXED OPERATIONS . 235 8.2.1 SUPERPOSITIONS AND MIXTURES . 235 8.2.2 DIFFUSE INITIAL ACTIONS . 236 8.2.3 DIFFUSE FINAL ACTIONS . 238 8.2.4 DIFFUSE MEDIAL ACTIONS . 238 8.2.5 COHERENT COOPERATORS . 239 8.3 CLASSICAL LIMIT . 240 8.3.1 COHERENT STATES . 240 8.3.2 MACROSCOPIC MEASUREMENT . 242 8.3.3 EQUATORIAL BULGE . 243 8.3.4 COHERENT PLANE . 245 8.3.5 THE 5QCS PROCESS . 246 8.4 HIDDEN STATES . 248 9. THE SEARCH FOR PANGLOSS . 255 9.1 ARISTOTLE . 256 9.2 LLULL AND BRUNO . 260 9.3 LEIBNIZ . 262 9.4 GRASSMANN . 265 9.4.1 EXTENSORS . 265 9.4.2 EXTENSOR TERMINOLOGY . 267 9.5 BOOLE . 268 9.6 PEIRCE . 271 9.6.1 TYCHISTIC LOGICAL ALGEBRA . 273 9.6.2 SYNECHISM AND QUANTUM CONDENSATION . 275 9.6.3 NOMIC EVOLUTION . 277 9.7 PEANO . 278 9.8 CLIFFORD . 279 9.9 SUMMARY . 281 10. QUANTUM SET ALGEBRA . 283 10.1 REMARKS ON SET ALGEBRA . 285 10.2 TENSOR ALGEBRA OF SETS . 288 10.2.1 OPPOSITE . 288 10.2.2 DEGREE . 290 10.2.3 EXTENSOR STRUCTURE . 290 10.2.4 BASES . 292 10.2.5 PRODUCTS . 293 10.2.6 COMPLEMENT . 294 10.3 RECURSIVE CONSTRUCTION . 295 XVIII CONTENTS 10.4 INFINITE SETS . 297 10.5 CLASSICAL, MIXED AND FULLY QUANTUM SET ALGEBRAS . 300 10.6 CLIFFORD ALGEBRA . 304 10.6.1 CLASSES AS CLIFFORD EXTENSORS . 306 10.6.2 REAL QUANTUM THEORY . 308 10.6.3 EPISYSTEMIC VARIABLES . 311 10.6.4 THE REAL WORLD . 312 10.7 QUANTUM EXTENSORS . 313 10.8 SUMMARY . 315 ACT 3 ONE 11. CLASSICAL SPACETIME . 319 11.1 FLAT SPACETIME . 319 11.1.1 CHRONOMETRY . 320 11.1.2 CAUSAL SYMMETRY IMPLIES MINKOWSKI . 323 11.1.3 SPINORS AND MINKOWSKI . 323 11.2 CAUSAL SYMMETRIES . 324 11.2.1 NULL SYMMETRIE METRIE . 326 11.2.2 P OINCARE . 328 11.2.3 L ORENTZ . 328 11.2.4 INFINITESIMAL L ORENTZ . 331 11.3 EINSTEIN LOCALITY . 333 11.3.1 EQUIVALENCE PRINCIPLE . 333 11.3.2 GENERAL RELATIVIZATION . 334 11.4 THE IDEA OF GAUGE . 326 11.5 TENSOR DIFFERENTIAL CALCULUS . 327 11.5.1 COVARIANT DERIVATIVE . 327 11.5.2 DISTORTION . 339 11.5.3 CURVATURE . 339 11.5.4 RICCI TENSOR . 340 11.5.5 TORSION TENSOR . 340 11.6 GRAVITY . 340 11.6.1 SPECIAL RELATIVISTIC GRAVITY . 341 11.6.2 EINSTEIN GRAVITY . 343 11.7 SPIN . 346 11.7.1 SPINORSANDPOLYSPINORS . 348 11.7.2 SPIN ALGEBRA . 350 11.7.3 SESQUISPINORS . 350 11.7.4 SPIN ADJOINT . 352 11.7.5 SPACETIME DECOMPOSITION OF SPIN . 353 11.7.6 DIRAC SPINORS . 354 11.8 SPIN GAUGE . 356 11.9 SUMMARY . 358 CONTENTS XIX 12. SEMI-QUANTUM DYNAMICS . 359 12.1 PROPAGATOR . 359 12.1.1 FORWARD PROPAGATION . 359 12.1.2 CLASSICAL PROPAGATION . 360 12.1.3 QUANTUM PROPAGATION . 360 12.1.4 BACKWARD PROPAGATION . 362 12.1.5 THE MEASUREMENT PROBLEM . 363 12.1.6 GENERATORS . 365 12.2 CLASSICAL DYNAMICS . 366 12.2.1 PHASE SPACE . 366 12.2.2 LEAST TIME PRINCIPLE . 367 12.2.3 ENDPOINT VARIATIONS . 369 12.2.4 VARIATIONAL DERIVATIVE . 370 12.2.5 STATIONARY PHASE . 370 12.2.6 ACTION PRINCIPLE . 371 12.2.7 HAMILTONIAN DYNAMICS . 373 12.3 CANONICAL QUANTIZATION . 376 12.3.1 QUANTUM ENERGY . 376 12.3.2 COHERENT STATES . 379 12.4 QUANTUM DYNAMICS . 380 12.4.1 REAL TIME AND SAMPLE TIME . 381 12.4.2 QUANTUM CONNECTION . 382 12.4.3 HEISENBERG PICTURE . 384 12.4.4 SCHROEDINGER PICTURE . 386 12.4.5 TIME-DEPENDENT DYNAMICS . 388 12.5 QUANTUM ACTION PRINCIPLE . 389 12.5.1 PATH AMPLITUDE . 389 12.5.2 PATH TENSOR . 390 12.5.3 HAMILTONIAN AND LAGRANGIAN THEORIES . 391 12.5.4 SCHWINGER VARIATIONAL PRINCIPLE . 393 12.5.5 SUPERQUANTUM THEORY . 395 12.5.6 WHAT DO PHYSICISTS WANT? . 396 12.6 SUMMARY . 397 13. LOCAL DYNAMICS . 399 13.1 LOCAL FIELDS . 401 13.2 GAUGE PHYSICS . 407 13.2.1 GAUGE HISTORY . 407 13.2.2 STANDARD MODEL . 411 13.2.3 MEASURING THE GAUGE CONNECTION . 412 13.3 ODD FIELDS . 415 13.4 ENERGY . 418 13.5 QUANTUM LOCALITY . 418 XX CONTENTS 14. QUANTUM SET CALCULUS . 421 14.1 WHY SET CALCULUS? . 421 14.1.1 INTERPRETATIONS OF SET THEORY . 423 14.1.2 ACTIVATED SET THEORY . 424 14.1.3 CLASSICAL PURE SETS . 426 14.2 RANDOM SETS . 427 14.2.1 FIRST-ORDER RANDOM SETS . 428 14.2.2 GRASSMANN ALGEBRA OF THE RANDOM SET . 428 14.3 THE QUANTUM SET . 429 14.3.1 HIGHER-ORDER QUANTUM SET . 429 14.3.2 OPERATORS OF THE QUANTUM SET . 434 14.3.3 DOES UNITIZING RESPECT DEGREE? . 435 14.3.4 TENSOR SET THEORY . 437 14.3.5 ORDER . 438 14.3.6 METASTATISTICS . 438 14.3.7 QUANTUM LAMBDA CALCULUS . 439 14.4 ACT ALGEBRA . 439 14.5 QUANTUM MAPPING . 442 14.6 SUMMARY . 444 15. QUANTUM GROUPS AND OPERONS . 445 15.1 MOTIVATIONS . 445 15.2 DOUBLE OPERATIONS . 448 15.2.1 ALGEBRAIC PRELIMINARIES . 448 15.2.2 CLASSICAL DOUBLE ARROWS . 449 15.2.3 CLASSICAL DOUBLE SEMIGROUP AND ALGEBRA . 451 15.3 THE OPERON CONCEPT . 454 15.4 QUANTUM OPERON . 455 15.5 QUANTUM DOUBLE ARROWS . 458 15.5.1 UNIT AND INVERSOR . 459 15.6 EXAMPLES . 461 15.6.1 QUANTUM PLANE . 461 15.6.2 QUANTUM FOUR-GROUP . 463 15.6.3 OPERATION SEMIGROUP . 464 15.6.4 OPERON DIAGRAMS . 466 15.6.5 PAIR MONOIDS . 468 15.6.6 PROJECTIVE QUANTUM GROUPS . 470 15.7 COHERENT GROUP OF A QUANTUM MONOID . 470 15.8 SUMMARY . 471 ACT 4 NOTHING 16. QUANTUM SPACETIME NET . 475 16.1 QUANTUM TOPOLOGY . 477 CONTENTS XXI 16.2 QUANTUM SPACETIME PAST . 479 16.2.1 HYPERSPACE . 481 16.2.2 INFRASPACE . 481 16.2.3 MICROSTRUCTURE . 481 16.3 QUANTUM SPACETIME PRESENT . 482 16.3.1 CAUSAL SPACETIME NETWORK . 483 16.3.2 CAUSAL RELATION AND SUCCESSOR RELATION . 484 16.3.3 HYPERALGEBRA . 484 16.3.4 SIMPLICIAL COMPLEX THEORY . 485 16.3.5 MEMBERSHIP THEORY . 485 16.3.6 VERTEX THEORY . 486 16.3.7 GRAPH THEORY . 486 16.3.8 INCLUSION THEORY . 486 16.3.9 CHOOSING A SPACETIME THEORY . 486 16.4 QUANTUM SPACETIME NETS . 490 16.4.1 CORRESPONDENCE . 490 16.4.2 NET DIAGRAMS . 493 16.4.3 QUANTIZING DISCRETE SPACETIMES . 493 16.4.4 NET NOTATION . 494 16.4.5 THE SUPERCRYSTALLINE VACUUM . 495 16.5 SPIN . 496 16.5.1 DISCRETE SPIN . 497 16.5.2 QUANTUM SPIN . 500 16.5.3 INDEFINITE SPIN METRIE . 502 16.5.4 COHERENT SPIN . 503 16.6 FLAT SPACETIME . 504 16.6.1 DISCRETE POINCARE GROUP . 505 16.6.2 MINKOWSKI SPACETIME . 506 16.6.3 QUANTUM POINCARE GROUP . 507 16.6.4 COHERENT TRANSLATION GROUP . 507 16.7 INTERNAL GROUPS . 509 16.7.1 QND GAUGE SYMMETRIES . 510 16.7.2 COMMUTATION RELATIONS OF THE STANDARD MODEL . 511 16.8 QUANTUM NETWORK DYNAMICS . 512 16.8.1 NETWORK CHARGES AND FLUXES . 512 16.8.2 THE UNITARY GROUPS . 514 16.8.3 QND ACTION PRINCIPLE . 514 16.9 SUMMARY . 516 17. TOOLSHED . 519 17.1 RECURSIVE CONSTRUCTIONS . 519 17.1.1 LOGIC AND SETS . 520 17.1.2 ACTS . 521 17.2 ALGEBRA . 522 17.2.1 SEMIGROUP AND GROUP . 522 XXII CONTENTS 17.2.2 CATEGORY . 524 17.2.2.1 GRAPH . 526 17.2.2.2 COMPLEX . 526 17.2.2.3 DIAGRAM . 527 17.2.3 GROUP . 527 17.2.4 RING, ALGEBRA, MODULE, VECTOR SPACE . 528 17.2.5 GROUP REPRESENTATION . 531 17.2.6 INVOLUTIONS . 532 17.2.7 LIE ALGEBRA . 534 17.2.8 TENSOR . 535 17.2.9 MANIFOLD . 539 17.2.9.1 TENSOR CALCULUS . 540 17.2.9.2 GAUGE . 541 17.3 ORDER CONCEPTS . 541 17.3.1 PROJECTIVE GEOMETRY . 541 17.3.2 ORDER STRUCTURES . 543 17.3.3 RELATION . 544 17.4 TOPOLOGY . 545 17.5 PERTURBATION METHODS . 547 17.5.1 DISCRETE PERTURBATION THEORY . 547 17.5.2 DOUBLE OPERATORS . 548 17.5.3 PERTURBATION SERIES . 550 17.5.4 CONTINUOUS PERTURBATION THEORY . 551 17.6 HILBERT SPACE AND F SPACE . 552 17.7 NOTATION . 553 17.7.1 INDICES . 553 17.7.2 MATHEMATICAL SYMBOLS AND ABBREVIATIONS . 554 BIBLIOGRAPHY . 557 INDEX . 569
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illustrated	Not Illustrated
indexdate	2024-08-19T00:31:05Z
institution	BVB
isbn	3540570845 0387570845
language	English
oai_aleph_id	oai:aleph.bib-bvb.de:BVB01-006291766
oclc_num	30157759
open_access_boolean
owner	DE-91 DE-BY-TUM DE-384 DE-355 DE-BY-UBR DE-20 DE-12 DE-29T DE-634 DE-83 DE-11 DE-188
owner_facet	DE-91 DE-BY-TUM DE-384 DE-355 DE-BY-UBR DE-20 DE-12 DE-29T DE-634 DE-83 DE-11 DE-188
physical	XXII, 577 S.
publishDate	1996
publishDateSearch	1996
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publisher	Springer
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series2	Texts and monographs in physics
spelling	Finkelstein, David Ritz Verfasser aut Quantum relativity a synthesis of the ideas of Einstein and Heisenberg David Ritz Finkelstein Berlin [u.a.] Springer 1996 XXII, 577 S. txt rdacontent n rdamedia nc rdacarrier Texts and monographs in physics Einstein, Albert <1879-1955> Heisenberg, Werner <1901-1976> Kwantummechanica gtt Philosophie Quantentheorie Physics Philosophy Quantum theory Relativistische Quantentheorie (DE-588)4177688-4 gnd rswk-swf Quantengravitation (DE-588)4124012-1 gnd rswk-swf Quantentheorie (DE-588)4047992-4 gnd rswk-swf Relativitätstheorie (DE-588)4049363-5 gnd rswk-swf Relativistische Quantentheorie (DE-588)4177688-4 s DE-604 Relativitätstheorie (DE-588)4049363-5 s Quantentheorie (DE-588)4047992-4 s Quantengravitation (DE-588)4124012-1 s DNB Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=006291766&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis
spellingShingle	Finkelstein, David Ritz Quantum relativity a synthesis of the ideas of Einstein and Heisenberg Einstein, Albert <1879-1955> Heisenberg, Werner <1901-1976> Kwantummechanica gtt Philosophie Quantentheorie Physics Philosophy Quantum theory Relativistische Quantentheorie (DE-588)4177688-4 gnd Quantengravitation (DE-588)4124012-1 gnd Quantentheorie (DE-588)4047992-4 gnd Relativitätstheorie (DE-588)4049363-5 gnd
subject_GND	(DE-588)4177688-4 (DE-588)4124012-1 (DE-588)4047992-4 (DE-588)4049363-5
title	Quantum relativity a synthesis of the ideas of Einstein and Heisenberg
title_auth	Quantum relativity a synthesis of the ideas of Einstein and Heisenberg
title_exact_search	Quantum relativity a synthesis of the ideas of Einstein and Heisenberg
title_full	Quantum relativity a synthesis of the ideas of Einstein and Heisenberg David Ritz Finkelstein
title_fullStr	Quantum relativity a synthesis of the ideas of Einstein and Heisenberg David Ritz Finkelstein
title_full_unstemmed	Quantum relativity a synthesis of the ideas of Einstein and Heisenberg David Ritz Finkelstein
title_short	Quantum relativity
title_sort	quantum relativity a synthesis of the ideas of einstein and heisenberg
title_sub	a synthesis of the ideas of Einstein and Heisenberg
topic	Einstein, Albert <1879-1955> Heisenberg, Werner <1901-1976> Kwantummechanica gtt Philosophie Quantentheorie Physics Philosophy Quantum theory Relativistische Quantentheorie (DE-588)4177688-4 gnd Quantengravitation (DE-588)4124012-1 gnd Quantentheorie (DE-588)4047992-4 gnd Relativitätstheorie (DE-588)4049363-5 gnd
topic_facet	Einstein, Albert <1879-1955> Heisenberg, Werner <1901-1976> Kwantummechanica Philosophie Quantentheorie Physics Philosophy Quantum theory Relativistische Quantentheorie Quantengravitation Relativitätstheorie
url	http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=006291766&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
work_keys_str_mv	AT finkelsteindavidritz quantumrelativityasynthesisoftheideasofeinsteinandheisenberg

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