Le calcul tensoriel en physique / Jean Hladik (1999) / 978-2-10-004071-1

Public ISBD Titre : Le calcul tensoriel en physique : Cours et exercices corrigés. Type de document : texte imprimé Auteurs : Jean Hladik, Auteur Editeur : [Paris] : Dunod Année de publication : 1999 Importance : 228p. Présentation : couv:ill. Format : 25cm ISBN/ISSN/EAN : 978-2-10-004071-1 Langues : Français (fre) Catégories : 53 - Physique:530.1 Principes généraux de la physique Mots-clés : Calcul tensoriel Physique théorique Tenseurs Mécanique des milieux continus Relativité Électromagnétisme Vecteurs Exercices corrigés Physique mathématique Coordonnées curvilignes Tenseur métrique Transformations de coordonnées Applications physiques Champs tensoriels Dérivées covariantes Index. décimale : 530.145 Mécanique quantique Résumé : Le calcul tensoriel a été inventé à la fin du XIXe siècle pour rendre compte des tensions au sein des milieux continus. Depuis, il est devenu un outil mathématique indispensable en physique. S'appuyant sur le calcul vectoriel enseigné dans le secondaire, ce petit livre expose la technique du calcul tensoriel et ses applications. Chaque chapitre s'achève par une série d'exercices corrigés. Le calcul tensoriel en physique : Cours et exercices corrigés. [texte imprimé] / Jean Hladik, Auteur . - [Paris] : Dunod, 1999 . - 228p. : couv:ill. ; 25cm. ISBN : 978-2-10-004071-1 Langues : Français (fre) Catégories : 53 - Physique:530.1 Principes généraux de la physique Mots-clés : Calcul tensoriel Physique théorique Tenseurs Mécanique des milieux continus Relativité Électromagnétisme Vecteurs Exercices corrigés Physique mathématique Coordonnées curvilignes Tenseur métrique Transformations de coordonnées Applications physiques Champs tensoriels Dérivées covariantes Index. décimale : 530.145 Mécanique quantique Résumé : Le calcul tensoriel a été inventé à la fin du XIXe siècle pour rendre compte des tensions au sein des milieux continus. Depuis, il est devenu un outil mathématique indispensable en physique. S'appuyant sur le calcul vectoriel enseigné dans le secondaire, ce petit livre expose la technique du calcul tensoriel et ses applications. Chaque chapitre s'achève par une série d'exercices corrigés.

Exemplaires(1)

Code-barres	Date d'acquisition	Origine	Cote	Support	Localisation	Section	Disponibilité
3064	530.145 HLA	Livre	BIB-SE	BIB-SE	Exclu du prêt	31/12/2024

Quantum mechanics / Biao Wu / 978-981-19762-5-4

Public ISBD Titre : Quantum mechanics : a concise introduction Type de document : texte imprimé Auteurs : Biao Wu (19..-..), Auteur Editeur : [Beijing] : Peking University Press Importance : 1 vol. (XII-188 p.) Présentation : ill., couv. ill. en coul Format : 24 cm ISBN/ISSN/EAN : 978-981-19762-5-4 Langues : Anglais (eng) Mots-clés : Quantum mechanics Wave functions Schrödinger equation Quantum states Hilbert space Quantum operators Heisenberg uncertainty principle Quantum measurement Quantum systems Dirac notation Eigenvalues and eigenvectors Quantum harmonic oscillator Angular momentum Spin Quantum entanglement Index. décimale : 530.145 Mécanique quantique Résumé : This textbook highlights a concise introduction to quantum mechanics in a readable and serious manner. Being readable, the book intends to present the beauty and magic of quantum mechanics to the mass public. Being serious, the book uses mathematics to describe the most profound results in quantum mechanics. To balance the two, the book assumes that the readers are familiar with high-school mathematics and instructs the least possible advanced mathematics necessary for the understanding of quantum mechanics.The book first covers the history of quantum mechanics and then introduces the magical quantum world, including quantum states living in Hilbert space, indistinguishable particles, linear superposition, Heisenberg's uncertainty relations, quantum entanglement, Bell's inequality, quantum energy levels, Schr?Eodinger?s cat and many-worlds theory, etc. To compare with classic physics, the book also covers the classic mechanics before introducing quantum mechanics. At last, the book briefly covers quantum computing and quantum communications. Besides readers of other majors, the book is also a good reference for students in physics. It helps physics students to develop a solid understanding of the basics of quantum mechanics, preventing them from getting lost in solving the Schr?Eodinger equation. The book also discusses quantum entanglement and quantum information which traditional quantum mechanics textbooks do not cover Quantum mechanics : a concise introduction [texte imprimé] / Biao Wu (19..-..), Auteur . - [Beijing] : Peking University Press, [s.d.] . - 1 vol. (XII-188 p.) : ill., couv. ill. en coul ; 24 cm. ISBN : 978-981-19762-5-4 Langues : Anglais (eng) Mots-clés : Quantum mechanics Wave functions Schrödinger equation Quantum states Hilbert space Quantum operators Heisenberg uncertainty principle Quantum measurement Quantum systems Dirac notation Eigenvalues and eigenvectors Quantum harmonic oscillator Angular momentum Spin Quantum entanglement Index. décimale : 530.145 Mécanique quantique Résumé : This textbook highlights a concise introduction to quantum mechanics in a readable and serious manner. Being readable, the book intends to present the beauty and magic of quantum mechanics to the mass public. Being serious, the book uses mathematics to describe the most profound results in quantum mechanics. To balance the two, the book assumes that the readers are familiar with high-school mathematics and instructs the least possible advanced mathematics necessary for the understanding of quantum mechanics.The book first covers the history of quantum mechanics and then introduces the magical quantum world, including quantum states living in Hilbert space, indistinguishable particles, linear superposition, Heisenberg's uncertainty relations, quantum entanglement, Bell's inequality, quantum energy levels, Schr?Eodinger?s cat and many-worlds theory, etc. To compare with classic physics, the book also covers the classic mechanics before introducing quantum mechanics. At last, the book briefly covers quantum computing and quantum communications. Besides readers of other majors, the book is also a good reference for students in physics. It helps physics students to develop a solid understanding of the basics of quantum mechanics, preventing them from getting lost in solving the Schr?Eodinger equation. The book also discusses quantum entanglement and quantum information which traditional quantum mechanics textbooks do not cover

Exemplaires(1)

Code-barres	Date d'acquisition	Origine	Cote	Support	Localisation	Section	Disponibilité
7382	530.145 WUB1	Livre	BIB-SE	BIB-SE	Disponible	31/12/2024

Representations of the rotation and Lorentz groups and their applications (2012) / 978-1-61427-346-2

Public ISBD Titre : Representations of the rotation and Lorentz groups and their applications Type de document : texte imprimé Année de publication : 2012 ISBN/ISSN/EAN : 978-1-61427-346-2 Mots-clés : Group theory Rotation group Lorentz group Unitary representations Mathematical physics Relativistic quantum mechanics Symmetries Harmonic analysis Special functions Representation theory Relativistic invariance Lie algebra UDC Classification (approximate): 512.54 (Group theory) 530.145 (Theoretical quantum mechanics) 514.74 (Differential geometry) 530.12 (Theory of relativity) This book is considered a classic reference in the field of mathematical physics and continues to be studied by researchers working on the mathematical aspects of theoretical physics.RéessayerClaude peut faire des erreurs. Assurez-vous de vérifier ses réponses. Index. décimale : 530.145 Mécanique quantique Résumé : "Representations of the Rotation and Lorentz Groups and Their Applications" by I.M. Gel'fand (ISBN: 978-1-61427-346-2) is a fundamental mathematical work that explores the theory of representations of rotation and Lorentz groups and their applications in theoretical physics. The book rigorously develops the mathematical structure of representations of these important groups, which are essential for understanding relativistic quantum mechanics. Gel'fand presents analytical methods for studying the irreducible unitary representations of the Lorentz and rotation groups, and establishes deep connections with the theory of special functions. The work constitutes a major contribution to mathematical physics, providing the necessary tools for understanding symmetry in the equations of relativistic and quantum physics. Representations of the rotation and Lorentz groups and their applications [texte imprimé] . - 2012. ISBN : 978-1-61427-346-2 Mots-clés : Group theory Rotation group Lorentz group Unitary representations Mathematical physics Relativistic quantum mechanics Symmetries Harmonic analysis Special functions Representation theory Relativistic invariance Lie algebra UDC Classification (approximate): 512.54 (Group theory) 530.145 (Theoretical quantum mechanics) 514.74 (Differential geometry) 530.12 (Theory of relativity) This book is considered a classic reference in the field of mathematical physics and continues to be studied by researchers working on the mathematical aspects of theoretical physics.RéessayerClaude peut faire des erreurs. Assurez-vous de vérifier ses réponses. Index. décimale : 530.145 Mécanique quantique Résumé : "Representations of the Rotation and Lorentz Groups and Their Applications" by I.M. Gel'fand (ISBN: 978-1-61427-346-2) is a fundamental mathematical work that explores the theory of representations of rotation and Lorentz groups and their applications in theoretical physics. The book rigorously develops the mathematical structure of representations of these important groups, which are essential for understanding relativistic quantum mechanics. Gel'fand presents analytical methods for studying the irreducible unitary representations of the Lorentz and rotation groups, and establishes deep connections with the theory of special functions. The work constitutes a major contribution to mathematical physics, providing the necessary tools for understanding symmetry in the equations of relativistic and quantum physics.

Exemplaires(1)

Code-barres	Date d'acquisition	Origine	Cote	Support	Localisation	Section	Disponibilité
4123	530.145 GEL1	Livre	BIB-SE	BIB-SE	Disponible

---

1 (1 - 3 / 3) Par page : 25 50 100 200