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"Heilbronner and Dunitz are both professors of chemistry. Although their book is aimed primarily at scientists, the authors hope it will also appeal to scientists in general, and, indeed, to laymen with an interest in the development of science from its cloudy beginnings to its pervasive influence in modern society. Rather than going into the formal mathematical background, the authors describe how symmetry concepts inherited from the early Greek philosophers began to enter scientific thought. In chemistry, the main impact has been on the development of the molecular hypothesis. Once it became recognized that molecules were just more or less stable arrangements of atoms in space, symmetry concepts began to play an ever increasing role in chemical science - not only in specialist areas such as spectroscopy, crystallography, and theoretical chemistry, but also in the everyday activities of the practical synthetic chemist. Today, chemistry teaching has adapted itself to some extent to this situation. Chemistry students are now often introduced to symmetry concepts at the very beginning of their studies; older chemists may be at a disadvantage in this respect. If they feel that their encounter with symmetry concepts during their student days was inadequate, the present book may help to fill the deficit."--BOOK JACKET.
Chemistry --- Symmetry (Physics) --- Chimie --- Symétrie (Physique) --- History --- Histoire --- 548.12 --- #WSCH:AAS2 --- #WSCH:MACV --- Theory of symmetry. Theory of original forms in general --- History. --- Symmetry (Physics). --- 548.12 Theory of symmetry. Theory of original forms in general --- fysicochemie --- Stereochemistry --- Symétrie (Physique) --- Symmetry. --- Molecular theory. --- Symétrie. --- Symétrie (physique) --- Symétrie moléculaire --- Théorie moléculaire. --- Histoire.
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Nuclear physics --- Symmetry (Physics) --- Physique nucléaire --- Symétrie (Physique) --- Congresses. --- Congresses --- Congrès --- Physique nucléaire --- Symétrie (Physique) --- Congrès
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Nuclear structure --- -Symmetry (Physics) --- -Structure, Nuclear --- Nuclear physics --- Congresses --- Symmetry (Physics) --- Congresses. --- -Congresses --- Structure nucléaire --- Symétrie (physique)
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Group theory --- Mathematical physics --- 53 <063> --- 512 --- Physics--Congressen --- Algebra --- Symmetry (Physics) --- Congresses. --- 512 Algebra --- 53 <063> Physics--Congressen --- Groupes, Théorie des --- Symétrie (physique)
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Symmetry (Art) --- Symmetry --- Art, Greek --- Aesthetics --- Proportion --- Form (Aesthetics) --- Proportion (Art) --- Greek art --- Art, Aegean --- Classical antiquities --- Art, Greco-Bactrian --- Civilisation ancienne --- Symetrie
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Symmetry --- Group theory --- Symétrie --- Groupes, Théorie des --- Aesthetics --- Proportion --- Groups, Theory of --- Substitutions (Mathematics) --- Algebra --- Théorie des groupes --- Symétrie --- Théorie des groupes
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Symmetry (Physics) --- Symétrie (Physique) --- 57.018.725 --- #GBIB:Overlegcentrum Christelijke Ethiek --- Asymmetry --- 57.018.725 Asymmetry --- Symétrie (Physique) --- Invariance principles (Physics) --- Symmetry (Chemistry) --- Conservation laws (Physics) --- Physics
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En suivant deux fils rouges, l’histoire des grandes révolutions de la physique au xxe siècle et l’abstraction progressive du concept de symétrie, de son usage ordinaire en géométrie à son application aux lois de la physique, cette leçon inaugurale aborde un des défis majeurs de la physique actuelle, celui de réconcilier la relativité d'Einstein et la mécanique quantique, théories amplement vérifiées empiriquement et pourtant incompatibles. C’est peut-être dans une symétrie immense, décrite en théorie des groupes par des groupes très particuliers, que réside la clé pour formuler cette théorie plus fondamentale de la gravitation, qui pourrait permettre la grande synthèse avec la mécanique quantique.
Multidisciplinary --- physique --- mécanique quantique --- relativité --- gravitation --- symétrie --- Big Bang --- théorie des cordes --- théorie des groupes --- Physics --- Gravity --- Quantum physics (quantum mechanics & quantum field theory) --- Relativity physics
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Field theory (Physics) --- Statistical mechanics --- 531.19 --- 531.19 Statistical mechanics --- Congresses --- Champs, Théorie des (physique) --- Mécanique statistique. --- Renormalisation (physique) --- Symétrie (physique) --- Transitions de phases.
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Differential geometry. Global analysis --- Symmetry. --- Chaotic behavior in systems. --- Symétrie. --- Chaos. --- Symétrie (Art) --- Chaotic behavior in systems --- Symmetry --- #TELE:MI2 --- Aesthetics --- Proportion --- Chaos in systems --- Chaos theory --- Chaotic motion in systems --- Differentiable dynamical systems --- Dynamics --- Nonlinear theories --- System theory --- Systèmes dynamiques --- Symétrie. --- Symétrie (Art) --- Systèmes dynamiques --- Chaos
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