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Dynamical groups and spectrum generating algebras T.1 / Arno Bohm
Titre : Dynamical groups and spectrum generating algebras T.1 Type de document : texte imprimé Auteurs : Arno Bohm ; Yuval Ne'eman ; Asim Orhan Barut Editeur : Singaphore : World Scientific Année de publication : 1988 Importance : 1 vol (551 p.) Format : 24 cm ISBN/ISSN/EAN : 978-9971-5-0146-4 Catégories : Physique Mots-clés : Théorie des groupes.
Algèbres de Lie.
Physique mathématique.Index. décimale : 530.1 Physique mathématique Résumé :
Ce livre contient des revues complètes et des réimpressions sur les groupes dynamiques, les algèbres génératrices de spectre et les supersymétries du spectre, ainsi que sur leurs applications en physique atomique et moléculaire, en physique nucléaire, en physique des particules et en physique de la matière condensée. C'est une source importante pour les chercheurs ainsi que pour les étudiants qui suivent des cours sur la mécanique quantique et la mécanique quantique avancée.Note de contenu :
Contents
Vol. 1. pt. A. Reviews. I. Dynamical groups and spectrum generating algebras / A. Bohm & Y. Ne'eman
II. Dynamical groups for the motion of relativistic composite systems / A.O. Barut
III. Lie algebraic methods and their applications to simple quantum systems / B.G. Adams, J. Cizek & J. Paldus
IV. Dynamical symmetries in collective nuclear structure physics / D.H. Feng & R. Gilmore
V. The shell model theory of nuclear collective states / D.J. Rowe
VI. Spectrum generating algebras in condensed matter physics / J.L. Birman & A.I. Solomon
VII. Spectrum-generating superalgebras / E.D'Hoker, V.A. Kostelecky & L. Vinet
pt. B. Reprints. I. The harbingers of the spectrum generating groups. 1. On the hydrogen spectrum from the standpoint of the new quantum mechanics / W. Pauli
2. On the theory of the hydrogen atom / V. Fock
3. On the theory of the hydrogen atom. Comments on the paper of the same title by V. Fock / V. Bargmann
II. The invention of the spectrum generating group. 1. A simple independent-particle system having collective properties / S. Goshen & H.J. Lipkin
2. Dynamical groups and mass formula / A.O. Barut & A. Bohm
3. Series of hadron energy levels as representations of non-compact groups / Y. Dothan, M. Gell-Mann & Y. Ne'eman
4. Infinite multiplets / Y. Nambu
III. Theoretical questions concerning dynamical groups and spectrum generating algebras. 1. Mass-splitting theorem for non-unitary group representations / L. O'Raifeartaigh
2. All possible symmetries of the S-matrix / S. Coleman & J. Mandula
3. Finite-dimensional spectrum-generating algebras / Y. Dothan
4. Some unusual applications of Lie algebra representations in quantum theory / A.O. Barut
5. SO(4,2)-formulation of symmetry breaking in relativistic Kepler problems with or without magnetic charges / A.O. Barut & G.L. Bornzin
6. Dynamical symmetry of the magnetic monopole / R. Jackiw
IV. Applications of spectrum generating groups in condensed matter physics. 1. Group theory of superfluidity / A.I. Solomon
2. Dynamical group SO(6) and coexistence: superconductivity and charge-density waves / J.L. Birman & A.I. Solomon
3. Dynamical algebra of spin waves in localized-spin models / S.K. Bose.Côte titre : Fs/0340 Dynamical groups and spectrum generating algebras T.1 [texte imprimé] / Arno Bohm ; Yuval Ne'eman ; Asim Orhan Barut . - Singaphore : World Scientific, 1988 . - 1 vol (551 p.) ; 24 cm.
ISBN : 978-9971-5-0146-4
Catégories : Physique Mots-clés : Théorie des groupes.
Algèbres de Lie.
Physique mathématique.Index. décimale : 530.1 Physique mathématique Résumé :
Ce livre contient des revues complètes et des réimpressions sur les groupes dynamiques, les algèbres génératrices de spectre et les supersymétries du spectre, ainsi que sur leurs applications en physique atomique et moléculaire, en physique nucléaire, en physique des particules et en physique de la matière condensée. C'est une source importante pour les chercheurs ainsi que pour les étudiants qui suivent des cours sur la mécanique quantique et la mécanique quantique avancée.Note de contenu :
Contents
Vol. 1. pt. A. Reviews. I. Dynamical groups and spectrum generating algebras / A. Bohm & Y. Ne'eman
II. Dynamical groups for the motion of relativistic composite systems / A.O. Barut
III. Lie algebraic methods and their applications to simple quantum systems / B.G. Adams, J. Cizek & J. Paldus
IV. Dynamical symmetries in collective nuclear structure physics / D.H. Feng & R. Gilmore
V. The shell model theory of nuclear collective states / D.J. Rowe
VI. Spectrum generating algebras in condensed matter physics / J.L. Birman & A.I. Solomon
VII. Spectrum-generating superalgebras / E.D'Hoker, V.A. Kostelecky & L. Vinet
pt. B. Reprints. I. The harbingers of the spectrum generating groups. 1. On the hydrogen spectrum from the standpoint of the new quantum mechanics / W. Pauli
2. On the theory of the hydrogen atom / V. Fock
3. On the theory of the hydrogen atom. Comments on the paper of the same title by V. Fock / V. Bargmann
II. The invention of the spectrum generating group. 1. A simple independent-particle system having collective properties / S. Goshen & H.J. Lipkin
2. Dynamical groups and mass formula / A.O. Barut & A. Bohm
3. Series of hadron energy levels as representations of non-compact groups / Y. Dothan, M. Gell-Mann & Y. Ne'eman
4. Infinite multiplets / Y. Nambu
III. Theoretical questions concerning dynamical groups and spectrum generating algebras. 1. Mass-splitting theorem for non-unitary group representations / L. O'Raifeartaigh
2. All possible symmetries of the S-matrix / S. Coleman & J. Mandula
3. Finite-dimensional spectrum-generating algebras / Y. Dothan
4. Some unusual applications of Lie algebra representations in quantum theory / A.O. Barut
5. SO(4,2)-formulation of symmetry breaking in relativistic Kepler problems with or without magnetic charges / A.O. Barut & G.L. Bornzin
6. Dynamical symmetry of the magnetic monopole / R. Jackiw
IV. Applications of spectrum generating groups in condensed matter physics. 1. Group theory of superfluidity / A.I. Solomon
2. Dynamical group SO(6) and coexistence: superconductivity and charge-density waves / J.L. Birman & A.I. Solomon
3. Dynamical algebra of spin waves in localized-spin models / S.K. Bose.Côte titre : Fs/0340 Exemplaires (1)
Code-barres Cote Support Localisation Section Disponibilité Fs/0340 Fs/0340 Livre Bibliothéque des sciences Français Disponible
DisponibleDynamical groups and spectrum generating algebras T.2 / Bohm,A
Titre : Dynamical groups and spectrum generating algebras T.2 Type de document : texte imprimé Auteurs : Bohm,A ; Neéman,Y ; Barut,A.O Editeur : Singaphore : World Scientific Année de publication : 1988 Importance : 1 vol (1138 p.) Format : 24 cm ISBN/ISSN/EAN : 978-9971-5-0146-4 Note générale : 978-9971-5-0146-4 Langues : Anglais (eng) Langues originales : Anglais (eng) Catégories : Mathématique Mots-clés : Mathématique physique
Algèbre
SpectreIndex. décimale : 530.1 Physique mathématique Résumé :
Ce livre contient des revues et réimpressions complètes sur les groupes dynamiques, les algèbres génératrices de spectre et les supersymétries spectrales, et leurs applications en physique atomique et moléculaire, en physique nucléaire, en physique des particules et en physique de la matière condensée. C'est une source importante pour les chercheurs et les étudiants qui suivent des cours de mécanique quantique et de mécanique quantique avancée.Note de contenu :
Sommaire
Dynamical groups and spectrum generating algebras
A. Bohm & Y. Ne'eman
Dynamical groups for the motion of relativistic composite systems A.O. Barut,zyxwvutsrqponmlkjihgfedcbaZYXWVUTSRQPONMLKJIHGFEDCBA Groups, Systems and Many-Body Physics, P. Kramer & M. Dal Cin (editors), Eriedr. Vieweg & Sohn
Lie algebraic methods and their applications to simple quantum systems B.G. Adams, J. Cizek & J. Paldus, Advances in Quantum Chemistry Vol. 19, Per-Olov Lowdin (editor), Academic Press (1987)
Dynamical symmetries in collective nuclear structure physics D.H. Feng & R. Gilmore
The shell model theory of nuclear collective states D.J. Rowe
VI. Spectrum generating algebras in condensed matter physics J.L. Birman & A.I. Solomon
VII. Spectrum-generating superalgebras E.D'Hoker, V.A. Kostelecky & L. Vinet Part B. Reprints I,
The Harbingers of the Spectrum Generating Groups 1. "On the hydrogen spectrum from the standpoint of the new quantum mechanics" W. Pauli, Z. Physik 36, 336 (1926) 2. aOn the theory of the hydrogen atom" V. Fock, Z. Physik 98, 145 (1935) 3. aOn the theory of the hydrogen atom. Comments on the paper of the same title by V. Fockn V. Bargmann, Z. Physik 99,
The Invention of the Spectrum Generating Group 1. "A simple independent-particle system having collective properties" S. Goshen & H. J. Lipkin,zyxwvutsrqponmlkjihgfedcbaZYXWVUTSRQPONMLKJIHGFEDCBA Ann. Phys. 6, 301 (1959) 2. "Dynamical groups and mass formula" A.O. Barut & A. Bohm, Phys. Rev. 139, B1107 (1965) 3. "Series of hadron energy levels as representations of non-compact groups" Y. Dothan, M. Gell-Mann & Y. Ne'eman, Phys. Lett. 17, 148 (1965) 4. "Infinite multiplets" Y. Nambu, Proceedings of the 1967 International Conference on Particles and Fields, C.R. Hagen, G. Guralnik, & V.A. Mathur (editors), Interscience Publishers (1967), 348
III. Theoretical Questions Concerning Dynamical Groups and Spectrum Generating Algebras 1. "Mass-splitting theorem for non-unitary group representations" L. O'Raifeartaigh, Phys. Rev. 161, 1571 (1967) 2. "All possible symmetries of the £-matrix" S. Coleman & J. Mandula, Phys. Rev. 159, 1251 (1967) 3. "Finite-dimensional spectrum-generating algebras" Y. Dothan, Phys. Rev. D2, 2944 (1970) 4. "Some unusual applications of Lie algebra representations in quantum theory" A.O. Barut, SIAM J. Appl. Math. 25, 247 (1973) 5. a*SO(4,2)-formulation of symmetry breaking in relativistic Kepler problems with or without magnetic charges" A.O. Barut & G.L. Bornzin, J. Math. Phys. 12, 841 (1971) 6. "Dynamical symmetry of the magnetic monopole" R. Jackiw, Ann. Phys. 129, 183 (1980)
IV. Applications of Spectrum Generating Groups in Condensed Matter Physics 1. "Group theory of superfluidity" A.I. Solomon, J. Math. Phys. 12, 390 (1971) 2. "Dynamical group SO(6) and coexistence: Superconductivity and charge-density waves" J.L. Birman & A.I. Solomon, Phys. Rev. Lett. 49, 230 (1982
Dynamical Groups and Supergroups in Nuclear Physics
Strings and Superstrings for Hadrons
Relativistic SGG and Extended Relativistic Objects for Hadrons
Infinite Component Fields and Strings for Gravity
Mathematical Appendix: Representation Theoretical Results for SG6 zyxCôte titre : Fs/0341 Dynamical groups and spectrum generating algebras T.2 [texte imprimé] / Bohm,A ; Neéman,Y ; Barut,A.O . - Singaphore : World Scientific, 1988 . - 1 vol (1138 p.) ; 24 cm.
ISBN : 978-9971-5-0146-4
978-9971-5-0146-4
Langues : Anglais (eng) Langues originales : Anglais (eng)
Catégories : Mathématique Mots-clés : Mathématique physique
Algèbre
SpectreIndex. décimale : 530.1 Physique mathématique Résumé :
Ce livre contient des revues et réimpressions complètes sur les groupes dynamiques, les algèbres génératrices de spectre et les supersymétries spectrales, et leurs applications en physique atomique et moléculaire, en physique nucléaire, en physique des particules et en physique de la matière condensée. C'est une source importante pour les chercheurs et les étudiants qui suivent des cours de mécanique quantique et de mécanique quantique avancée.Note de contenu :
Sommaire
Dynamical groups and spectrum generating algebras
A. Bohm & Y. Ne'eman
Dynamical groups for the motion of relativistic composite systems A.O. Barut,zyxwvutsrqponmlkjihgfedcbaZYXWVUTSRQPONMLKJIHGFEDCBA Groups, Systems and Many-Body Physics, P. Kramer & M. Dal Cin (editors), Eriedr. Vieweg & Sohn
Lie algebraic methods and their applications to simple quantum systems B.G. Adams, J. Cizek & J. Paldus, Advances in Quantum Chemistry Vol. 19, Per-Olov Lowdin (editor), Academic Press (1987)
Dynamical symmetries in collective nuclear structure physics D.H. Feng & R. Gilmore
The shell model theory of nuclear collective states D.J. Rowe
VI. Spectrum generating algebras in condensed matter physics J.L. Birman & A.I. Solomon
VII. Spectrum-generating superalgebras E.D'Hoker, V.A. Kostelecky & L. Vinet Part B. Reprints I,
The Harbingers of the Spectrum Generating Groups 1. "On the hydrogen spectrum from the standpoint of the new quantum mechanics" W. Pauli, Z. Physik 36, 336 (1926) 2. aOn the theory of the hydrogen atom" V. Fock, Z. Physik 98, 145 (1935) 3. aOn the theory of the hydrogen atom. Comments on the paper of the same title by V. Fockn V. Bargmann, Z. Physik 99,
The Invention of the Spectrum Generating Group 1. "A simple independent-particle system having collective properties" S. Goshen & H. J. Lipkin,zyxwvutsrqponmlkjihgfedcbaZYXWVUTSRQPONMLKJIHGFEDCBA Ann. Phys. 6, 301 (1959) 2. "Dynamical groups and mass formula" A.O. Barut & A. Bohm, Phys. Rev. 139, B1107 (1965) 3. "Series of hadron energy levels as representations of non-compact groups" Y. Dothan, M. Gell-Mann & Y. Ne'eman, Phys. Lett. 17, 148 (1965) 4. "Infinite multiplets" Y. Nambu, Proceedings of the 1967 International Conference on Particles and Fields, C.R. Hagen, G. Guralnik, & V.A. Mathur (editors), Interscience Publishers (1967), 348
III. Theoretical Questions Concerning Dynamical Groups and Spectrum Generating Algebras 1. "Mass-splitting theorem for non-unitary group representations" L. O'Raifeartaigh, Phys. Rev. 161, 1571 (1967) 2. "All possible symmetries of the £-matrix" S. Coleman & J. Mandula, Phys. Rev. 159, 1251 (1967) 3. "Finite-dimensional spectrum-generating algebras" Y. Dothan, Phys. Rev. D2, 2944 (1970) 4. "Some unusual applications of Lie algebra representations in quantum theory" A.O. Barut, SIAM J. Appl. Math. 25, 247 (1973) 5. a*SO(4,2)-formulation of symmetry breaking in relativistic Kepler problems with or without magnetic charges" A.O. Barut & G.L. Bornzin, J. Math. Phys. 12, 841 (1971) 6. "Dynamical symmetry of the magnetic monopole" R. Jackiw, Ann. Phys. 129, 183 (1980)
IV. Applications of Spectrum Generating Groups in Condensed Matter Physics 1. "Group theory of superfluidity" A.I. Solomon, J. Math. Phys. 12, 390 (1971) 2. "Dynamical group SO(6) and coexistence: Superconductivity and charge-density waves" J.L. Birman & A.I. Solomon, Phys. Rev. Lett. 49, 230 (1982
Dynamical Groups and Supergroups in Nuclear Physics
Strings and Superstrings for Hadrons
Relativistic SGG and Extended Relativistic Objects for Hadrons
Infinite Component Fields and Strings for Gravity
Mathematical Appendix: Representation Theoretical Results for SG6 zyxCôte titre : Fs/0341 Exemplaires (1)
Code-barres Cote Support Localisation Section Disponibilité Fs/0341 Fs/0341 Livre Bibliothéque des sciences Français Disponible
Disponible