UB Paderborn / Katalog / Suche / in CDI

Physics of Nuclei: Key Role of an Emergent Symmetry

Physical review letters, 2020-01, Vol.124 (4), p.042501-042501, Article 042501

2020

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Equations of motion for noncompact symplectic dynamical symmetry

Physica scripta, 2020-02, Vol.95 (2), p.25002

2020

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Mean field theory for U(n) dynamical groups

Journal of physics. A, Mathematical and theoretical, 2011-04, Vol.44 (16), p.165201-30

Rosensteel, G

2011

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Yang-Mills equation for the nuclear geometrical collective model connexion

Journal of physics. A, Mathematical and theoretical, 2017-01, Vol.50 (2), p.25202

2017

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Connexions for the nuclear geometrical collective model

Journal of physics. A, Mathematical and theoretical, 2015-11, Vol.48 (44), p.445203-14

2015

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Gauge theory of collective modes

Journal of physics. Conference series, 2012-01, Vol.403 (1), p.12010-7

Rosensteel, G

2012

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Phase transitions and quasi-dynamical symmetry in nuclear collective models, III: The U(5) to SU(3) phase transition in the IBM

Nuclear physics. A, 2005-09, Vol.759 (1), p.92-128

2005

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Scaling properties and asymptotic spectra of finite models of phase transitions as they approach macroscopic limits

Physical review letters, 2004-12, Vol.93 (23), p.232502.1-232502.4, Article 232502

2004

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SU(3) gauge theory of nuclear rotations

Europhysics letters, 2017-09, Vol.119 (6), p.62001

2017

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Sp ( 3 , R ) mean field theory

Physical review. C, Nuclear physics, 2002-06, Vol.65 (6), Article 064321

Rosensteel, G.

2002

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Partially solvable pair-coupling models with seniority-conserving interactions

Physical review letters, 2001-10, Vol.87 (17), p.172501-172501, Article 172501

2001

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Equations-of-motion approach to quantum mechanics: application to a model phase transition

Physical review letters, 2007-02, Vol.98 (8), p.080401-080401, Article 080401

2007

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Novel explanation for the shape of the lenticular galaxy bulge and its implication for red spiral galaxy evolution

Astronomy and astrophysics (Berlin), 2009-10, Vol.505 (2), p.613-623

2009

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Equations of motion for a spectrum-generating algebra: Lipkin–Meshkov–Glick model

Journal of physics. A, Mathematical and theoretical, 2008-01, Vol.41 (2), p.025208

2008

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Unexpected shape changes of encapsulated oblate spheroids in response to equatorial traction

Journal of physics. A, Mathematical and theoretical, 2008-12, Vol.41 (49), p.495204

2008

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Sp ( 3 , R ) mean field theory for heavy deformed nuclei

Physical review. C, Nuclear physics, 2003-07, Vol.68 (1), Article 014301

2003

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Self-gravitating symplectic systems

The Astrophysical journal, 1993-10, Vol.416 (1), p.291-302

ROSENSTEEL, G

1993

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The competition between and pair coupling in the many-fermion sd shell and interacting boson models

Nuclear physics. A, 2007-12, Vol.797 (3-4), p.94-108

2007

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Rapidly rotating nuclei as riemann ellipsoids

Annals of physics, 1988-09, Vol.186 (2), p.230-291

Rosensteel, G

1988

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Lax representation of Riemann ellipsoids

Applied mathematics letters, 1993-05, Vol.6 (3), p.55-58

Rosensteel, G.

1993

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The competition between SU ( 3 ) and pair coupling in the many-fermion sd shell and interacting boson models

Nuclear physics. A, 2007-12, Vol.797 (3), p.94-108

2007

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Transverse form factors in the Riemann rotational model

Physical review. C, Nuclear physics, 1990-03, Vol.41 (3), p.R811-R813, Article R811

ROSENSTEEL, G

1990

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Nonlinear collective motion

Journal of physics. G, Nuclear and particle physics, 1999-03, Vol.25 (3), p.549-556

1999

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Algebraic Nonlinear Collective Motion

Annals of physics, 1998-11, Vol.270 (1), p.126-154

1998

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Seniority-conserving forces and USp ( 2 j + 1 ) partial dynamical symmetry

Physical review. C, Nuclear physics, 2003-01, Vol.67 (1), Article 014303

2003

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Physics of Nuclei: Key Role of an Emergent Symmetry

Equations of motion for noncompact symplectic dynamical symmetry

Mean field theory for U(n) dynamical groups

Yang-Mills equation for the nuclear geometrical collective model connexion

Connexions for the nuclear geometrical collective model

Gauge theory of collective modes

Phase transitions and quasi-dynamical symmetry in nuclear collective models, III: The U(5) to SU(3) phase transition in the IBM

Scaling properties and asymptotic spectra of finite models of phase transitions as they approach macroscopic limits

SU(3) gauge theory of nuclear rotations

Sp ( 3 , R ) mean field theory

Partially solvable pair-coupling models with seniority-conserving interactions

Equations-of-motion approach to quantum mechanics: application to a model phase transition

Novel explanation for the shape of the lenticular galaxy bulge and its implication for red spiral galaxy evolution

Equations of motion for a spectrum-generating algebra: Lipkin–Meshkov–Glick model

Unexpected shape changes of encapsulated oblate spheroids in response to equatorial traction

Sp ( 3 , R ) mean field theory for heavy deformed nuclei

Self-gravitating symplectic systems

The competition between and pair coupling in the many-fermion sd shell and interacting boson models

Rapidly rotating nuclei as riemann ellipsoids

Lax representation of Riemann ellipsoids

The competition between SU ( 3 ) and pair coupling in the many-fermion sd shell and interacting boson models

Transverse form factors in the Riemann rotational model

Nonlinear collective motion

Algebraic Nonlinear Collective Motion

Seniority-conserving forces and USp ( 2 j + 1 ) partial dynamical symmetry

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