D. Rowe

发表

EQUATIONS-OF-MOTION METHOD AND THE EXTENDED SHELL MODEL.

David J Rowe, D. Rowe, 1968 .

Core-particle coupling calculations for A = 18 nuclei: Non-perturbative effective interactions in the (2s, 1d) shell

D. Rowe, S.S.M. Wong, N. L. Iudice, 1975 .

Valleys and fall lines on a Riemannian manifold

David J Rowe, D. Rowe, A. Ryman, 1982 .

General variational equations for stationary and time-dependent states

D. Rowe, 1968 .

Coherent state theory of large amplitude collective motion

R. Bassermann, D. Rowe, 1976 .

A study of collective paths in the time-dependent hartree-fock approach to large amplitude collective nuclear motion

D. Rowe, P. Reinhard, K. Goeke, 1981 .

Group theoretical models of giant resonance splittings in deformed nuclei

D. Rowe, F. Iachello, 1983 .

Analytical expressions for the matrix elements of the non-compact symplectic algebra

D. Rowe, 1984 .

Boson expansion of lie algebras: The fermion pair algebra

D. Rowe, J. Carvalho, 1986 .

Embedded Representations and Quasi-Dynamical Symmetry

D. Rowe, D. J. Rowe, 2004, 1106.1607.

The fundamental role of symmetry in nuclear models

D. Rowe, 2013, 1304.6115.

The many roles of symmetry in nuclear physics

D. Rowe, 2012 .

Fe b 20 04 Quasi dynamical symmetry in an interacting boson model phase transition

D. Rowe, 2022 .

The two-photon laser beam as a breathing mode of the electromagnetic field

D. Rowe, 1978 .

Duality relationships and supermultiplet symmetry in the O(8) pair-coupling model

D. Rowe, M. Carvalho, 2007 .

Representation of the five‐ and six‐dimensional harmonic oscillators in a u(5)⊇so(5)⊇so(3) basis

D. Rowe, 1994 .

Application of the symplectic shell model to the L = 0+ states of 4He

D. Rowe, M. Vassanji, J. Carvalho, 1987 .

Canonical orthonormal basis for SU(3)⊃SO(3). II. Reduced matrix elements of the SU(3) generators

D. Rowe, R. L. Blanc, 1985 .

Canonical orthonormal basis for SU(3)?SO(3). I. Construction of the basis

D. Rowe, R. L. Blanc, 1985 .

An Sp(3,R)×O(N−1) basis for the nuclear shell model

D. Rowe, H. Ogura, 1984 .

The geometric SO(3) × D model: A practical microscopic theory of quadrupole collective motion

D. Rowe, M. Vassanji, 1984 .

The shell-model theory of nuclear rotational states

D. Rowe, G. Rosensteel, M. Vassanji, 1984 .

Mentors Matter : A Tribute to

J. Draayer, D. Rowe, 2022 .

SU(3) quasi-dynamical symmetry as an organizational mechanism for generating nuclear rotational motions

D. Rowe, C. Bahri, 1999, nucl-th/9906039.

Phase transition in the pairing-plus-quadrupole model

D. Rowe, C. Bahri, W. Wijesundera, 1998 .

Rotation-vibrational spectra of diatomic molecules and nuclei with Davidson interactions

D. Rowe, C. Bahri, 1998 .

The many relationships between the IBM and the Bohr model

D. Rowe, G. Thiamová, 2005 .

Vector coherent state representations, induced representations and geometric quantization: I. Scalar coherent state representations

S. Bartlett, D. Rowe, J. Repka, 2002, quant-ph/0201129.

Efficient sharing of a continuous-variable quantum secret

B. Sanders, T. Tyc, D. Rowe, 2003, quant-ph/0301028.

Tensor equations of motion for the excitations of rotationally invariant or charge-independent systems

D. Rowe, C. Ngo-trong, 1975 .

Vorticity as intrinsic spin in the nuclear collective model

D. Rowe, J. Carvalho, P. Rochford, 1989 .

An intepretation of time-dependent Hartree-Fock theory

D. Rowe, 1966 .

PROPERTIES OF REAL RPA MATRICES AND A SIMPLE DIAGONALIZATION PROCEDURE.

D. Rowe, N. Ullah, 1971 .

Nuclear Collective Motion: Models and Theory

D. Rowe, P. Goldhammer, 2010 .

A perturbative analysis of “linked” and “unlinked” two-body effective interactions obtained from large matrix diagonalizations

D. Rowe, S.S.M. Wong, N. L. Iudice, 1978 .

Shell model diagonalizations in an expanded space

D. Rowe, 1975 .

“Exact” shell model calculations in A = 17 and A = 18 nuclei and effective operators in the (2s, 1d) shell

D. Rowe, S.S.M. Wong, N. L. Iudice, 1974 .

Adiabatic and non-adiabattc cranking models for the solution of the large amplitude time-dependent Hartree-Fock equations and the calculation of nuclear energy surfaces

R. Bassermann, D. Rowe, 1974 .

Convergence criteria for the Hartree iterative solution of the general self-consistent field equations

D. Rowe, G. Rosensteel, 1976 .

The 40Ca(p, p') Reaction at 150 MeV

A. B. Clegg, D. Rowe, G. Salmon, 1963 .

METHODS FOR CALCULATING GROUND-STATE CORRELATIONS OF VIBRATIONAL NUCLEI.

D. Rowe, 1968 .

Representations of the Weyl group and Wigner functions for SU(3)

B. Sanders, D. Rowe, H. Guise, 1998, math-ph/9811012.

Symmetry, quasisymmetry, and critical phenomena

D. Rowe, 2007 .

Application of infinite oscillator shell model calculations to the description of nuclear reactions

A. A. Ayad, D. Rowe, 1974 .

Vector coherent state theory of the generic representations of so(5) in an so(3) basis

P. Turner, D. Rowe, J. Repka, 2005, math-ph/0511052.

The symplectic shell-model theory of collective states

D. Rowe, J. B. McGrory, M. Vassanji, 1986 .

Restoration of particle number as a good quantum number in BCS theory

D. Rowe, 2000, nucl-ex/0009001.

The coupling of valence shell and particle-hole degrees of freedom in a partial random phase approximation

D. Rowe, R. L. Blanc, P. Rochford, 1987 .

Is Hartree-Fock self-consistency important in particle-hole calculations?

D. Rowe, 1973 .

The open-shell random-phase approximation and the negative parity excitations of 12C

D. Rowe, S. Wong, 1970 .

Open-shell RPA calculations for the giant-dipole excitations of 12C

D. Rowe, S. Wong, 1969 .

TIME-DEPENDENT HARTREE-FOCK THEORY AND NUCLEAR VIBRATIONAL MODELS

D. Rowe, 1966 .

Quasi-Dynamical Symmetry — A New Use of Symmetry in Nuclear Physics

D. Rowe, 2000 .

Rotor plus su(3)-particle with spin☆

D. Rowe, H. Guise, 1995 .

Fundamentals Of Nuclear Models: Foundational Models

J. Wood, D. Rowe, 2010 .

Rotational bands in the u(3)-boson model

D. Rowe, G. Rosensteel, 1982 .

On the algebraic formulation of collective models III. The symplectic shell model of collective motion

David J Rowe, D. Rowe, G. Rosensteel, 1980 .

Nuclear Sp(3,R) model

David J Rowe, D. Rowe, G. Rosensteel, 1977 .

Resolution of missing label problems; a new perspective on K‐matrix theory

D. Rowe, 1995 .

A rotor expansion of the su(3) Lie algebra

D. Rowe, J. Repka, R. L. Blanc, 1989 .

The matrix representations of g2. II. Representations in an su(3) basis

D. Rowe, R. L. Blanc, 1988 .

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

D. Rowe, G. Rosensteel, S. Y. Ho, 2008 .

The Emergence and Use of Symmetry in the Many-nucleon Model of Atomic Nuclei

D. Rowe, 2017 .

The many-nucleon theory of nuclear collective structure and its macroscopic limits: an algebraic perspective

D. Rowe, M. Caprio, A. McCoy, 2016, 1703.04640.

Dynamical symmetries of nuclear collective models

D. Rowe, 1996 .

Applications of Sp(3,R) in Nuclear Physics

D. Rowe, 1994 .

Microscopic theory of the nuclear collective model

David J Rowe, D. Rowe, 1985 .

The nuclear collective model and the symplectic group

D. Rowe, G. Rosensteel, 1978 .

The algebraic CM(3) model

D. Rowe, G. Rosensteel, 1976 .

How do deformed nuclei rotate

D. Rowe, 1970 .

Phase transitions and quasidynamical symmetry in nuclear collective models. II. The spherical vibrator to gamma-soft rotor transition in an SO(5)-invariant Bohr model

P. Turner, D. Rowe, 2005 .

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

D. Rowe, G. Rosensteel, 2004 .

The tensor open-shell random phase approximation with application to the even nickel isotopes☆

D. Rowe, Toshio Suzuki, C. Ngo-trong, 1979 .

Comments on electroexcitation of deformed nuclei

D. Rowe, Suzuki Toshio, 1977 .

ISOSPIN STRUCTURE OF THE GIANT DIPOLE RESONANCE OF THE EVEN ISOTOPES OF NICKEL: A MICROSCOPIC CALCULATION BASED ON THE EQUATIONS-OF-MOTION FORMALISM.

D. Rowe, C. Ngo-trong, 1971 .

The splitting of giant multipole states of deformed nuclei

D. Rowe, Toshio Suzuki, 1977 .

Calculations of the giant dipole resonance for sd-shell nuclei in the open-shell random phase approximation

J. C. Parikh, D. Rowe, S. Wong, 1974 .

Excitation of the T> components of the giant dipole states in N > Z nuclei by muon capture

O. Nalcioglu, D. Rowe, C. Ngo-trong, 1974 .

Discovery of a 6/sup -/, T=1 resonance in /sup 24/Mg via high-resolution inelastic electron scattering

C. P. Sargent, D. Rowe, T. Drake, 1977 .

Properties of Overcomplete and Nonorthogonal Basis Vectors

D. Rowe, 1969 .

On the shape of deformed nuclei

David J Rowe, D. Rowe, G. Rosensteel, 1977 .

Gamma Ray Angular Correlation in the Inelastic Scattering of Medium Energy Protons from the First Excited State of 12C

K. J. Foley, D. Rowe, G. Salmon, 1962 .

The giant dipole excitations of 12C in the open shell tamm-dancoff approximation and in the intermediate-coupling shell model☆

D. Rowe, S. Wong, 1969 .

A relationship between isobaric analog states and shape coexistence in nuclei

J. Wood, D. Rowe, 2018 .

The 16O (p, p') Reaction at 150 MeV

D. Rowe, G. Salmon, A. Clegg, 1962 .

Simple unified proofs of four duality theorems

D. Rowe, J. Repka, M. J. Carvalho, 2011 .

Physics of Nuclei: Key Role of an Emergent Symmetry.

J. Wood, J. Draayer, D. Rowe, 2018, Physical review letters.

Dual pairing of symmetry and dynamical groups in physics

D. Rowe, J. Repka, M. Carvalho, 2012, 1207.0148.

The emergence of deformation and rotational states in the many-nucleon quantum theory of nuclei

D. Rowe, 2016 .

The 11B(p,p′) reaction at 150 MeV and the unified model of 11B

A. B. Clegg, D. Rowe, G. Salmon, 1964 .

A shell-model calculation of the mass 18 nuclei and the effective interaction in the sd-shell

D. Rowe, N. L. Iudice, S. Wong, 1971 .

Implications of deformation and shape coexistence for the nuclear shell model.

J. Wood, D. Rowe, G. Thiamová, 2006, Physical review letters.

SCHEMATIC INTERACTIONS FOR NUCLEAR RANDOM-PHASE-APPROXIMATION CALCULATIONS.

D. Rowe, 1967 .

Application of the microscopic sp(3,R) model to the giant monopole and quadrupole resonance in 16O

D. Rowe, M. Vassanji, 1983 .

Sum rule for the current density and nuclear hydrodynamic models

D. Rowe, Suzuki Toshio, 1977 .

An analytic formula for u(3)‐boson matrix elements

D. Rowe, G. Rosensteel, 1983 .

Electron scattering in the microscopic Sp(3, R) model

D. Rowe, M. Vassanji, 1986 .

Coherent state theory of the noncompact symplectic group

D. Rowe, 1984 .

Application of the SO(3) × D model to the ground-state rotational band of20Ne

D. Rowe, M. Vassanji, 1983 .

The geometric SO(3) × D model

D. Rowe, M. Vassanji, 1982 .

Application of the symplectic model to the giant resonance states in 16O and 40Ca

J. Broeckhove, D. Rowe, F. Arickx, 1990 .

Coupled SU(3) models of rotational states in nuclei and quasi-dynamical symmetry

D. Rowe, G. Thiamová, 2006 .

Sum rule for the transition current density

T. Suzuki, D. Rowe, 1976 .

Isovector M6 excitations in the open-shell random phase approximation

D. Rowe, J. B. McGrory, S. Wong, 1978 .

Transverse form factors in the collective and symplectic models

D. Rowe, M. Carvalho, 1997 .

An effective shell-model theory of collective states

D. Rowe, M. Vassanji, J. Carvalho, 1986 .

Finite geometry corrections for angular correlation measurements

D. Rowe, G. Salmon, A. Clegg, 1961 .

Dual Pairs of Holomorphic Representations of Lie Groups from a Vector-Coherent-State Perspective

David J. Rowe, Joe Repka, D. Rowe, 2016, Symmetry.

Applications of the Capelli identities in physics and representation theory

D. Rowe, 2015, 1501.02390.

Exploration of U(3)-boson dynamics within the nuclear symplectic model☆

D. Rowe, P. Rochford, 1989 .

Vector coherent state theory and its application to the orthogonal groups

K. Hecht, D. Rowe, R. L. Blanc, 1988 .

Heisenberg-Weyl algebras of symmetric and antisymmetric bosons

D. Rowe, R. L. Blanc, 1987 .

Canonical orthonormal Wigner supermultiplet basis

K. Hecht, D. Rowe, R. L. Blanc, 1987 .

Models for SU(3) in terms of so(n,2) and so*(2n) algebras

D. Rowe, R. L. Blanc, 1986 .

Unitary representations, branching rules and matrix elements for the non-compact symplectic groups

B. G. Wybourne, P. Butler, D. Rowe, 1985 .

u (3)-Boson Model of Nuclear Collective Motion

D. Rowe, G. Rosensteel, 1981 .

The discrete series ofSp(n,ℝ)

D. Rowe, G. Rosensteel, 1977 .

On the algebraic formulation of collective models. II. Collective and intrinsic submanifolds

David J Rowe, D. Rowe, G. Rosensteel, 1980 .

On the algebraic formulation of collective models. I. The mass quadrupole collective model

D. Rowe, G. Rosensteel, 1979 .

Collective motions in nuclei and the spectrum generating algebras T5 × SO(3), GL(3,R), and CM(3)

D. Rowe, P. Gulshani, 1976 .

Rotational bands in the stretched sp(3, R) approximation

D. Rowe, G. Rosensteel, J. Carvalho, 1982 .

Upper and lower bounds for the quadrupole moment and octupole strength of the first excited 3− state in 208Pb

D. Rowe, M. Guidetti, H. Chow, 1975 .

Exactly Solvable Model of a Superconducting to Rotational Phase Transition

D. Rowe, C. Bahri, W. Wijesundera, 1998, nucl-th/9805039.

Construction of SO(5) SUPERSET OF SO(3) spherical harmonics and Clebsch-Gordan coefficients

T. A. Welsh, D. J. Rowe, M. A. Caprio, 2009, Comput. Phys. Commun..

Optimal basis states for a microscopic calculation of intrinsic vibrational wave functions of deformed rotational nuclei

D. Rowe, C. Bahri, M. Carvalho, 2002 .

A symplectic model calculation of transverse electron scattering form factors for 24Mg

D. Rowe, M. Vassanji, M. Carvalho, 1993 .

A symplectic model calculation of the inelastic electron scattering form factor for the 02+ excitation of 4He

D. Rowe, M. Vassanji, J. Carvalho, 1988 .

Nuclear shape coexistence from the perspective of an algebraic many-nucleon version of the Bohr-Mottelson unified model

D. Rowe, 2019, Physical Review C.

Collective rotational states in the symplectic shell model

D. Rowe, G. Rosensteel, 1981 .

A computationally tractable version of the collective model

D. Rowe, 2003, nucl-th/0312109.

A coupled rotor-vibrator model as the macroscopic limit of the microscopic symplectic model

D. Rowe, J. Carvalho, R. L. Blanc, 1984 .

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

D. Rowe, G. Rosensteel, 2003 .

New perspective on the U(n) Wigner-Racah calculus. I. Vector coherent state theory and construction of Gel'fand bases

D. Rowe, R. L. Blanc, K. T. Hect, 1987 .

THE NATURE OF THE HARTREE--FOCK ENERGY GAP IN FINITE NUCLEI.

D. Rowe, 1970 .

The unified model for rotations

D. Rowe, 2010 .

Vector-coherent-state representations of so(5) in an so(3) basis

D. Rowe, 1994 .

Algebraic models of nuclear collective motion

D. Rowe, 1994 .

The microscopic theory of nuclear collective motion

D. Rowe, 1994 .

The shell-model distribution of nuclear shapes

D. Rowe, J. Carvalho, 1992 .

Why are deformed nuclei prolate

D. Rowe, L. Zamick, B. Castel, 1990 .

Large boson number IBM calculations and their relationship to the Bohr model

D. Rowe, G. Thiamová, 2009 .

An algebraic representation of the particle-plus-rotor model

D. Rowe, H. Guise, 1998 .

The role of spin in the strong coupling of a rotor and single particle

D. Rowe, H. Guise, R. Okamoto, 1994 .

Distorted wave effects and the impulse approximation in the inelastic scattering of 147 MeV protons from 12C

D. Rowe, G. Salmon, D. Newton, 1964 .

INVESTIGATION OF GROUND-STATE CORRELATIONS FOR A MODEL HAMILTONIAN OF THE NUCLEUS.

J. C. Parikh, D. Rowe, 1968 .

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

D. Rowe, G. Rosensteel, 2007 .

Vector coherent state representation theory

R. Gilmore, D. Rowe, G. Rosensteel, 1985 .

Construction of SU(3) irreps in canonical SO(3)-coupled bases

D. Rowe, G. Thiamová, 2007, 0711.0978.

Angular-momentum projection of rotational model wave functions

S. Bartlett, D. Rowe, C. Bahri, 2000 .

The SU(3) structure of rotational states in heavy deformed nuclei

J. Wood, D. Rowe, M. Jarrio, 1991 .

The coupled-rotor-vibrator model☆

D. Rowe, M. Vassanji, J. Carvalho, 1989 .

The survival of rotor and SU(3) bands under strong spin-orbit symmetry mixing

D. Rowe, P. Rochford, 1988 .

Dynamic structure and embedded representation in physics: The group theory of the adiabatic approximation

D. Rowe, J. Repka, P. Rochford, 1988 .

Geometric derivation of the kinetic energy in collective models

D. Rowe, G. Rosensteel, 1979 .

Programs for generating Clebsch–Gordan coefficients of SU(3) in SU(2) and SO(3) bases ☆

Jerry P. Draayer, C. Bahri, David J Rowe, 2004 .

Clebsch–Gordan coefficients of SU(3) in SU(2) and SO(3) bases

D. Rowe, C. Bahri, 2000 .

Representation of the five‐dimensional harmonic oscillator with scalar‐valued U(5) ⊇ SO(5) ⊇ SO(3)–coupled VCS wave functions

K. Hecht, D. Rowe, 1995 .

Vector‐coherent‐state theory as a theory of induced representations

D. Rowe, J. Repka, 1991 .

Persistence of rotational bands in a coupled SU(3) model

D. Rowe, G. Thiamová, 2006 .

Coherent state triplets and their inner products

D. Rowe, J. Repka, 2002, math-ph/0205034.

Asymptotic Clebsch–Gordan coefficients

D. Rowe, H. Guise, 1995 .

Induced shift tensors in vector coherent state theory

D. Rowe, J. Repka, 1995 .

Strong coupling and quasispinor representations of the SU(3) rotor model

D. Rowe, H. Guise, 1992 .

Persistence of Rotational Structure in Nuclei and Quasi-Dynamical Symmetry

D. Rowe, G. Thiamová, 2006 .

The EBBs and flows of the collective tide

D. Rowe, 1980 .

MACROSCOPIC AND MICROSCOPIC MODELS OF NUCLEAR ROTATIONS

D. Rowe, 1999 .

The pair-coupling model

D. Rowe, H. Chen, T. Song, 1995 .

Progression towards an effective shell-model theory of rotational nuclei

D. Rowe, 2011 .

A calculation of some ΔK = ±2 band-mixing effects in the odd-mass nucleus W183

D. Rowe, 1965 .

Quasidynamical symmetry in an interacting boson model phase transition.

D. Rowe, 2004, Physical review letters.

The evolving many-nucleon theory of nuclear rotations

D. Rowe, 2017, 1710.04150.

Partially solvable pair-coupling models with seniority-conserving interactions.

D. Rowe, G. Rosensteel, 2001, Physical review letters.

Some advances in pairing theory

D. Rowe, 2001 .

The relationship between the interacting boson model and the algebraic version of Bohrʼs collective model in its triaxial limit

D. Rowe, M. Caprio, G. Thiamová, 2012 .

Bohr model as an algebraic collective model

D. Rowe, M. Caprio, T. Welsh, 2009 .

An algebraic approach to problems with polynomial hamiltonians on euclidean spaces

D. Rowe, 2005, math-ph/0510086.

The O(6) description of the nuclear rotation

D. Rowe, G. Thiamová, 2005 .

Spherical harmonics and basic coupling coefficients for the group SO(5) in an SO(3) basis

P. Turner, D. Rowe, J. Repka, 2004 .

A computer code for calculations in the algebraic collective model of the atomic nucleus

T. A. Welsh, D. J. Rowe, D. Rowe, 2014, Comput. Phys. Commun..

The algebraic collective model

P. Turner, D. Rowe, 2005 .

A current operator for the rotational model

D. Rowe, P. Gulshani, 1978 .

The representations and coupling coefficients of su(n); application to su(4)

D. Rowe, J. Repka, 1997 .

Unitary representations of CM(3)

D. Rowe, H. Ogura, 1994 .

Geometry of collective motion

D. Rowe, G. Rosensteel, 1979 .

THE SP(3,ℝ) MODEL OF NUCLEAR COLLECTIVE MOTION

D. Rowe, G. Rosensteel, 1977 .

PHENOMENOLOGICAL COLLECTIVE MODELS.

D. Rowe, 1968 .

Fundamentals of Nuclear Models

David J Rowe, John L Wood, J. Wood, 2014 .

Equations of motion theory of photonuclear reactions

D. Rowe, B. Berman, 1973 .

MICROSCOPIC COLLECTIVE THEORIES.

D. Rowe, 1968 .

Quantum mechanics in rotating frames. II. The lattice structure of current circulations for a rotating single-particle fluid

D. Rowe, P. Gulshani, 1978 .

Some observations regarding transverse electron scattering form factors in the shell model

D. Rowe, M. Vassanji, 1987 .

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

P. Turner, D. Rowe, G. Rosensteel, 2004, Physical review letters.

Microscopic realization of nuclear collective models

D. Rowe, 1981 .

Coherent-State Representation of Many-Fermion Quantum Mechanics

D. Rowe, A. Ryman, 1980 .

Curvature as a measure of collectivity

B. Giraud, D. Rowe, 1979 .

Erratum: ‘The many-nucleon theory of nuclear collective structure and its macroscopic limits: an algebraic perspective’ (2016 Phys. Scr. 91 033003)

D. Rowe, M. Caprio, A. McCoy, 2016 .

The Hydrodynamic Limit of the Microscopic Collective Model

D. Rowe, 1983 .

CANONICAL TRANSFORMATIONS AND SPECTRUM GENERATING ALGEBRAS IN THE THEORY OF NUCLEAR COLLECTIVE MOTION

D. Rowe, G. Rosensteel, P. Gulshani, 1977 .

Quantum mechanics in rotating frames. I. The impossibility of rigid flow

D. Rowe, P. Gulshani, 1978 .

Constrained quantum mechanics and a coordinate independent theory of the collective path

D. Rowe, 1982 .

Many-body quantum mechanics as a symplectic dynamical system

David J Rowe, D. Rowe, G. Rosensteel, 1980 .

Investigation of Octupole Correlations in O 16

D. Rowe, N. Ullah, 1969 .

The Vector-Coherent-State Inducing Construction for Clebsch-Gordan Coefficients

D. Rowe, 2001 .

THE BIEDENHARN-LOUCK TENSOR CALCULUS FROM A VECTOR COHERENT STATE PERSPECTIVE

D. Rowe, J. Repka, 1993 .

An application of boson second quantization techniques to the calculation of electron scattering form factors

D. Rowe, M. Vassanji, 1987 .

Branching rules for restriction of the Weil representations of Sp(n,R) to its maximal parabolic subgroup CM(n)

D. Rowe, J. Repka, 1998 .

Density dynamics: A generalization of Hartree-Fock theory

D. Rowe, G. Rosensteel, M. Vassanji, 1983 .

Nondeterminantal Hartree-Fock theory

D. Rowe, G. Rosensteel, 1981 .

Curvature of the Slater determinant manifold

B. Giraud, D. Rowe, 1979 .

THE SHELL MODEL THEORY OF NUCLEAR COLLECTIVE STATES

D. Rowe, 1988 .

The matrix representations of g2. I. Representations in an so(4) basis

D. Rowe, R. L. Blanc, 1988 .

Asymptotic limits of SU(2) and SU(3) Wigner functions

B. Sanders, D. Rowe, H. Guise, 2001 .

Vector phase measurement in multipath quantum interferometry

B. Sanders, D. Rowe, A. Mann, 1999 .

Vector coherent state representations and their inner products

D. Rowe, 2012, 1207.0126.

An algebraic algorithm for calculating Clebsch-Gordan coefficients; application to SU(2) and SU(3)

D. Rowe, J. Repka, 1997 .

Highest weight representations for gl(m/n) and gl(m+n)

D. Rowe, R. L. Blanc, 1989 .

Classical dynamics as constrained quantum dynamics

S. Bartlett, D. Rowe, 2002, quant-ph/0208168.

VECTOR COHERENT STATE REPRESENTATIONS

D. Rowe, 1994 .

Physics of Nuclei: Key Role of an Emergent Symmetry.

J. Wood, J. Draayer, D. Rowe, 2018, Physical review letters.