Author

Rowe, David J.

17 papers

Affiliationsfrom papers in this corpus

Collaboratorsmost frequent first

	Paper	Category
Sep 17, 2019#101909.07188	Nuclear shape coexistence from the perspective of an algebraic many-nucleon version of the Bohr-Mottelson unified model David J. Rowe	nucl-th	PRC	11
Apr 29, 2019#31904.11756	The many-nucleon unified model and the dynamics of nuclear rotations David J. Rowe	nucl-th	—	0
Oct 16, 2018#11810.05757	Physics of nuclei: Key role of an emergent symmetry T. Dytrych🇺🇸 · K. D. Launey🇺🇸 · J. P. Draayer🇺🇸 · D. Rowe · J. Wood🇺🇸 · G. Rosensteel · C. Bahri · D. Langr · R. B. Baker	nucl-th	PRL	113
Oct 12, 2017#91710.04150	The evolving many-nucleon theory of nuclear rotations David J. Rowe	nucl-th	—	1
Mar 16, 2017#41703.04640	The many-nucleon theory of nuclear collective structure and its macroscopic limits: an algebraic perspective D. J. Rowe · A. E. McCoy · M. A. Caprio🇺🇸	nucl-th	Phys.Scripta	17
Aug 19, 2014#6*1408.3824	A computer code for calculations in the algebraic collective model of the atomic nucleus T. A. Welsh · D. J. Rowe🇨🇦	↳ physics.comp-ph	Comput.Phys.Commun.	13
Apr 24, 2013#3*1304.6115	The fundamental role of symmetry in nuclear models D. J. Rowe🇨🇦	nucl-th	AIP Conf.Proc.	17
Jul 3, 2012#8*1207.0126	Vector coherent state representations and their inner products D. J. Rowe🇨🇦	↳ math-ph	J.Phys.A	3
Jul 3, 2012#3*1207.0148	Dual pairing of symmetry groups and dynamical groups in physics D. J. Rowe🇨🇦 · M. J. Carvalho🇨🇦 · J. Repka🇨🇦	nucl-th	RMP	88
Jun 9, 2011#5*1106.1607	Embedded Representations and Quasi-Dynamical Symmetry D. J. Rowe🇨🇦	nucl-th	—	12
Nov 22, 2010#5*1011.4304	Eigenstate Estimation for the Bardeen-Cooper-Schrieffer (BCS) Hamiltonian S.Y. Ho🇹🇼 · D.J. Rowe🇨🇦 · S. De Baerdemacker🇧🇪	↳ quant-ph	—	2
Feb 3, 2009#8*0902.0020	Construction of SO(5)>SO(3) spherical harmonics and Clebsch-Gordan coefficients M. A. Caprio🇺🇸 · D. J. Rowe🇨🇦 · T. A. Welsh🇨🇦	↳ physics.comp-ph	Comput.Phys.Commun.	23
Nov 8, 2006#1*nucl-th/0611014	An equations-of-motion approach to quantum mechanics: application to a model phase transition S.Y. Ho🇨🇦 · G. Rosensteel🇨🇦 · D.J. Rowe🇺🇸	nucl-th	PRL	2
Nov 16, 2005#6*math-ph/0511052	Vector coherent state theory of the generic representations of so(5) in an so(3) basis P. S. Turner🇨🇦 · D. J. Rowe🇨🇦 · J. Repka🇨🇦	↳ math-ph	J.Math.Phys.	9
Dec 25, 2003#6*nucl-th/0312109	A computationally tractable version of the collective model D.J. Rowe🇨🇦	nucl-th	NPA	82
Jun 15, 1999#7*nucl-th/9906039	SU(3) quasi-dynamical symmetry as an organizational mechanism for generating nuclear rotational motions C. Bahri🇨🇦 · D.J. Rowe (Department of Physics, University of Toronto, Toronto, Ontario, Canada)🇨🇦	nucl-th	NPA	83
May 22, 1998#2*nucl-th/9805039	An exactly solvable model of a superconducting to rotational phase transition D.J. Rowe🇨🇦 · C. Bahri🇨🇦 · W. Wijesundera🇨🇦	nucl-th	PRL	41

Nuclear shape coexistence from the perspective of an algebraic many-nucleon version of the Bohr-Mottelson unified model
David J. Rowe
Sep 17, 20191909.07188nucl-thPRC11 citations
The many-nucleon unified model and the dynamics of nuclear rotations
David J. Rowe
Apr 29, 20191904.11756nucl-th0 citations
Physics of nuclei: Key role of an emergent symmetry
T. Dytrych🇺🇸 · K. D. Launey🇺🇸 · J. P. Draayer🇺🇸 · D. Rowe · J. Wood🇺🇸 · G. Rosensteel · C. Bahri · D. Langr · R. B. Baker
Oct 16, 20181810.05757nucl-thPRL113 citations
The evolving many-nucleon theory of nuclear rotations
David J. Rowe
Oct 12, 20171710.04150nucl-th1 citation
The many-nucleon theory of nuclear collective structure and its macroscopic limits: an algebraic perspective
D. J. Rowe · A. E. McCoy · M. A. Caprio🇺🇸
Mar 16, 20171703.04640nucl-thPhys.Scripta17 citations
A computer code for calculations in the algebraic collective model of the atomic nucleus
T. A. Welsh · D. J. Rowe🇨🇦
Aug 19, 2014*1408.3824↳ physics.comp-phComput.Phys.Commun.13 citations
The fundamental role of symmetry in nuclear models
D. J. Rowe🇨🇦
Apr 24, 2013*1304.6115nucl-thAIP Conf.Proc.17 citations
Vector coherent state representations and their inner products
D. J. Rowe🇨🇦
Jul 3, 2012*1207.0126↳ math-phJ.Phys.A3 citations
Dual pairing of symmetry groups and dynamical groups in physics
D. J. Rowe🇨🇦 · M. J. Carvalho🇨🇦 · J. Repka🇨🇦
Jul 3, 2012*1207.0148nucl-thRMP88 citations
Embedded Representations and Quasi-Dynamical Symmetry
D. J. Rowe🇨🇦
Jun 9, 2011*1106.1607nucl-th12 citations
Eigenstate Estimation for the Bardeen-Cooper-Schrieffer (BCS) Hamiltonian
S.Y. Ho🇹🇼 · D.J. Rowe🇨🇦 · S. De Baerdemacker🇧🇪
Nov 22, 2010*1011.4304↳ quant-ph2 citations
Construction of SO(5)>SO(3) spherical harmonics and Clebsch-Gordan coefficients
M. A. Caprio🇺🇸 · D. J. Rowe🇨🇦 · T. A. Welsh🇨🇦
Feb 3, 2009*0902.0020↳ physics.comp-phComput.Phys.Commun.23 citations
An equations-of-motion approach to quantum mechanics: application to a model phase transition
S.Y. Ho🇨🇦 · G. Rosensteel🇨🇦 · D.J. Rowe🇺🇸
Nov 8, 2006*nucl-th/0611014nucl-thPRL2 citations
Vector coherent state theory of the generic representations of so(5) in an so(3) basis
P. S. Turner🇨🇦 · D. J. Rowe🇨🇦 · J. Repka🇨🇦
Nov 16, 2005*math-ph/0511052↳ math-phJ.Math.Phys.9 citations
A computationally tractable version of the collective model
D.J. Rowe🇨🇦
Dec 25, 2003*nucl-th/0312109nucl-thNPA82 citations
SU(3) quasi-dynamical symmetry as an organizational mechanism for generating nuclear rotational motions
C. Bahri🇨🇦 · D.J. Rowe (Department of Physics, University of Toronto, Toronto, Ontario, Canada)🇨🇦
Jun 15, 1999*nucl-th/9906039nucl-thNPA83 citations
An exactly solvable model of a superconducting to rotational phase transition
D.J. Rowe🇨🇦 · C. Bahri🇨🇦 · W. Wijesundera🇨🇦
May 22, 1998*nucl-th/9805039nucl-thPRL41 citations

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