B. Barrett

发表

Six-nucleon spectroscopy from a realistic nonlocal Hamiltonian.

P. Navrátil, J. Vary, W. Ormand, 2001, Physical review letters.

Spectra and Binding Energy Predictions of Chiral Interactions for 7Li

P. Navrátil, J. Vary, A. Nogga, 2005, nucl-th/0511082.

Theoretical approaches to many-body perturbation theory and the challenges

B. Barrett, 2005 .

Large no-core basis-space shell model calculations for light nuclei

W. Haxton, P. Navrátil, J. Vary, 1997 .

Realistic Microscopic Calculations of Nuclear Structure

R. J. McCarthy, J. Vary, B. Barrett, 1995 .

Effective shell-model interaction for no-core model spaces

J. Vary, B. Barrett, L. Jaqua, 1994 .

Realistic microscopic calculations for the light nuclei A = 2 to 7

R. J. McCarthy, J. Vary, B. Barrett, 1994 .

Problems in Many-Body Effective Interaction Theory for Nuclei and How They Differ from Those for Atoms

B. Barrett, 1980 .

Determination of the Effective Interaction for Bound State Calculations in Nuclei

B. Barrett, 1980 .

Average effective-interaction calculations in a simulated Hartree-Fock basis

P. Goode, B. Barrett, 1977 .

Hidden configurations and effective interactions: A comparison of three different ways to construct renormalized hamiltonians for truncated shell-model calculations

E. C. Halbert, B. Barrett, J. B. McGrory, 1975 .

Model calculations for 50Ca and the convergence properties of the perturbation expansion for the effective interaction

W. Weng, J. Richert, B. Barrett, 1975 .

SOME CONVERGENCE PROPERTIES OF THE PERTURBATION SERIES FOR THE EFFECTIVE NUCLEAR INTERACTION: THE STABILITY OF RESULTS UNDER DOUBLE PARTITIONING IN MASS 18 NUCLEI

B. Barrett, F. Herbert, 1975 .

Convergence properties of the perturbation expansion for the effective two-particle interaction in mass-18 nuclei in a doubly partitioned Hilbert space

B. Barrett, 1974 .

Ab initio shell model with a core: Extending the No Core Shell Model to heavier nuclei

P. Navrátil, J. Vary, I. Stetcu, 2009 .

Three Nucleon Forces and Nuclear Structure

B. Barrett, 2007 .

White paper: from bound states to the continuum

Calvin W. Johnson, Dean Lee, W. Nazarewicz, 2019, 1912.00451.

Effective interactions in the sd shell

J. Vary, A. M. Shirokov, Youngman Kim, 2019, Physical Review C.

Shell-model determination of the interacting boson model parameters for two nondegenerate j shells

B. Barrett, P. D. Duval, 1981 .

Microscopic calculation of the effects of the g boson on the interacting boson model Hamiltonian

P. Goode, B. Barrett, K. A. Sage, 1982 .

Particle-hole ambiguity in the parameters of the microscopic interacting boson model

S. Pittel, B. Barrett, P. D. Duval, 1982 .

The interacting boson model: Microscopic calculations for the mercury isotopes

S. Pittel, B. Barrett, P. D. Duval, 1987 .

The spdf IBA Analytical Description of Odd Parity States in the Actinide Region

P. Navrátil, B. Barrett, A. Diallo, 2000 .

Ab initio no-core shell model for light nuclei and other applications

S. Popescu, O. Atramentov, T. Weber, 2005 .

Ab initio No-Core Shell Model --Recent results and future prospects

A. I. Mazur, S. Popescu, O. Atramentov, 2005 .

Effective interactions in the sd shell

J. Vary, A. M. Shirokov, Youngman Kim, 2019, Physical Review C.

Few-nucleon systems in a translationally invariant harmonic oscillator basis

P. Navrátil, B. Barrett, G. Kamuntavičius, 1999, nucl-th/9907054.

Benchmark calculation of inclusive electromagnetic responses in the four-body nuclear system

Calvin W. Johnson, S. Quaglioni, P. Navrátil, 2006, nucl-th/0605056.

Benchmark Test Calculation of a Four-Nucleon Bound State

S. C. Pieper, S. Rosati, M. Viviani, 2001, nucl-th/0104057.

Shape coexistence in the light Po isotopes.

P. Navrátil, R. Wyss, B. Barrett, 1999 .

The two pion exchange three-nucleon potential and nuclear matter

B. McKellar, M. Scadron, S. Coon, 1979 .

The No core gamow shell model for ab-initio nuclear structure calculations

G. Papadimitriou, M. Płoszajczak, B. Barrett, 2014 .

Large-basis no-core shell-model calculations and their application to10C →10B fermi beta decay

P. Navrátil, W. Ormand, B. Barrett, 1998 .

Concavity for nuclear binding energies, thermodynamical functions and density functionals

Tucson, Cambridge, Canada., 2007, 0707.4096.

Allowed Gamow-Teller excitations from the ground state of 14N

P. Navrátil, J. Vary, B. Barrett, 2002, nucl-th/0210056.

Effective operators in shell-model calculations

B. Barrett, 1999 .

Effective interaction calculations: Where do we go from here?

J. Vary, B. Barrett, L. Jaqua, 1994 .

Exact solutions of model hamiltonian problems with effective interactions

J. Vary, B. Barrett, D. Zheng, 1993, nucl-th/9301013.

Perturbation calculation in a double-partitioned Hilbert space

B. Barrett, 1975 .

The Microscopic Theory of Nuclear Effective Interactions and Operators

M. Kirson, B. Barrett, 1973 .

Binding-energy calculations for 16O and their dependence on the treatment of the Pauli operator in the G-matrix

R. J. McCarthy, B. Barrett, R. Hewitt, 1972 .

The contribution of two-particle ladder and RPA terms to the effective interaction in A = 18 nuclei

B. Barrett, 1972 .

The Effective Two-Body Interaction in Finite Nuclei and its Calculation

B. Barrett, 1972 .

Number-conserving sets and third-order renormalization contributions to the effective nuclear interaction☆

M. Kirson, B. Barrett, 1969 .

Higher-order core polarization contributions to effective interactions

M. Kirson, B. Barrett, 1968 .

Shape coexistence in the light Po isotopes

P. Navrátil, R. Wyss, B. Barrett, 1998 .

Large-basis shell-model calculation of the 10 C--> 10 B Fermi matrix element

P. Navrátil, W. Ormand, B. Barrett, 1997, nucl-th/9708032.

ELECTROMAGNETIC TRANSITIONS WITH EFFECTIVE OPERATORS

Calvin W. Johnson, P. Navrátil, I. Stetcu, 2004, nucl-th/0409072.

Higher-order corrections to collective particle-hole excitations using green function techniques

B. Barrett, 1968 .

An interacting boson model of clustering in nuclei: α-like clustering in the heavy actinides

B. Barrett, H. Daley, 1986 .

The interacting Boson Model applied to the mercury isotopes

A. F. Barfield, B. Barrett, K. A. Sage, 1983 .

The No-Core Gamow Shell Model: Including the continuum in the NCSM

G. Papadimitriou, M. Płoszajczak, B. Barrett, 2015, 1508.07529.

Isoscalar Hamiltonians for light atomic nuclei

P. Navrátil, B. Barrett, R. Kalinauskas, 1999, nucl-th/9907047.

Large-basis shell-model calculations for p-shell nuclei

P. Navrátil, B. Barrett, Petr Navrátil, 1998, nucl-th/9804014.

Effective interactions in the sd shell

J. Vary, A. M. Shirokov, Youngman Kim, 2019, Physical Review C.

Ab initio effective interactions for sd-shell valence nucleons

J. Vary, A. M. Shirokov, B. Barrett, 2015, 1502.00700.

Effective operators from exact many-body renormalization

P. Navrátil, J. Vary, I. Stetcu, 2009, 0906.2829.

Ab initio shell model with a core

P. Navrátil, J. Vary, I. Stetcu, 2008, 0808.2187.

Few-nucleon systems in a translationally invariant harmonic oscillator basis

P. Navrátil, B. Barrett, G. Kamuntavičius, 1999, nucl-th/9907054.

The three-body force, off-shell πN scattering and binding energies in nuclear matter

M. Scadron, S. Coon, B. Barrett, 1975 .

EXACTLY SOLVABLE MODEL FOR THE DECAY OF SUPERDEFORMED NUCLEI

B. Barrett, D. Cardamone, C. Stafford, 2005, nucl-th/0508038.

How to measure the spreading width for the decay of superdeformed nuclei.

B. Barrett, D. Cardamone, C. Stafford, 2003, Physical review letters.

Properties of 12-C in the ab-initio nuclear shell model*+

P. Navrátil, J. Vary, B. Barrett, 2001 .

Properties of 12C in the Ab initio nuclear shell model.

P. Navrátil, J. Vary, I. S. University, 2000, Physical review letters.

Core polarization revisited

R. J. McCarthy, B. Barrett, M. Sandel, 1977 .

Recent developments in no-core shell-model calculations

S. Quaglioni, P. Navrátil, I. Stetcu, 2009, 0904.0463.

The α particle based on modern nuclear forces

W. Gloeckle, H. Kamada, A. Nogga, 2001, nucl-th/0112026.

Four nucleon shell model calculations in a Faddeev - like approach

P. Navrátil, B. Barrett, 1998, nucl-th/9812062.

Large-basis ab initio no-core shell model and its application to 12 C

Petr Navratil, James P. Vary, P. Navrátil, 2000 .

Effective interactions for light nuclei: an effective (field theory) approach

I. Stetcu, B. Barrett, J. Rotureau, 2009, 0912.3015.

The no core shell model in an effective field theory framework

B. Barrett, 2006, nucl-th/0609023.

Coherent states for the harmonic oscillator representations of the orthosymplectic supergroup Osp(1/2N,R)

H. A. Schmitt, A. Balantekin, B. Barrett, 1988 .

Universality of decay-out of superdeformed bands in the 190 mass region

B. Barrett, D. Cardamone, C. Stafford, 2007, nucl-th/0702072.

Determining the energy barrier for decay out of superdeformed bands

D. Stein, B. Barrett, D. Cardamone, 2008, 0809.1119.

HIGHER-ORDER TERMS AND THE APPARENT NON-CONVERGENCE OF THE PERTURBATION EXPANSION FOR THE EFFECTIVE INTERACTION IN FINITE NUCLEI.

M. Kirson, B. Barrett, 1970 .

Particle-hole states in the alpha particle with realistic forces

B. Barrett, 1967 .

M1 transition strength in the SU(3) limit of the generalized IBM-2

B. Barrett, P. Halse, 1985 .

The microscopic Interacting Boson Model for nondegenerate orbits

S. Pittel, B. Barrett, P. D. Duval, 1982 .

Shell-model description of the interacting-boson-model parameters for two nondegenerate j shells

B. Barrett, P. D. Duval, 1981 .

Ab initio no-core Gamow shell model calculations with realistic interactions

G. Papadimitriou, M. Płoszajczak, B. Barrett, 2013, 1301.7140.

Configuration mixing in the interacting boson model

B. Barrett, P. D. Duval, 1981 .

High-spin states and superdeformation in the proton-neutron interacting boson model

A. F. Barfield, B. Barrett, 1993 .

QUANTITATIVE DESCRIPTION OF CONFIGURATION MIXING IN THE INTERACTING BOSON MODEL

B. Barrett, P. D. Duval, Bruce R. Barrett, 1982 .

g-Boson renormalization effects in the interacting Boson model for nondegenerate orbits

S. Pittel, B. Barrett, P. D. Duval, 1983 .

A microscopic determination of the interacting boson model parameters for nondegenerate orbits

S. Pittel, B. Barrett, P. D. Duval, 1983 .

Influence of the g boson on the interacting boson approximation Hamiltonian

B. Barrett, K. A. Sage, 1980 .

Effective Operators Within the Ab Initio No-Core Shell Model

P. Navrátil, J. Vary, I. Stetcu, 2004, nucl-th/0412004.

The even zinc isotopes in the interacting boson model

B. Barrett, P. D. Duval, C. H. Druce, 1982 .

An interacting boson model description of octupole states in nucleic

A. F. Barfield, J. Wood, O. Scholten, 1988 .

Calculation of coefficients of fractional parentage for large-basis harmonic-oscillator shell model

B. Barrett, R. Kalinauskas, A. Deveikis, 2002 .

The general harmonic-oscillator brackets: compact expression, symmetries, sums and Fortran code

B. Barrett, D. Germanas, S. Mickevicius, 2001, nucl-th/0105009.

Gamow-Teller strengths in the A = 14 multiplet: a challenge to the shell model.

P. Haefner, D. Frekers, P. Navrátil, 2006, Physical review letters.

Long- and short-range correlations in the ab-initio no-core shell model

P. Navrátil, J. Vary, I. Stetcu, 2006, nucl-th/0601076.

SPREADING WIDTH FOR DECAY OUT OF A SUPERDEFORMED BAND

H. Weidenmueller, B. Barrett, P. Brentano, 1998, nucl-th/9809062.

Identifying Mixed-Symmetry States in the O(6) Limit of the Proton-Neutron Interacting Boson Model: E0 Decays of Beta-Vibrations

T. Otsuka, B. Barrett, 1994 .

Microscopic calculation of the Majorana parameters of the interacting boson model for the Hg isotopes

S. Pittel, B. Barrett, P. D. Duval, 1985 .

γ-unstable nuclei in the sdg boson model

S. Kuyucak, B. Barrett, I. Morrison, 1991 .

Simple Models of Complex Nuclei: The Shell Model and Interacting Boson Model

I. Talmi, B. Barrett, 1994 .

Sum rules for B (M1, 01+ → 1+) strength in IBM-3 and IBM-4

P. Isacker, B. Barrett, P. Halse, 1995, nucl-th/9508012.

g-boson panacea for magnetic properties of the nuclear groundstate band?

B. Barrett, E. Davis, Abdoulaye Diallo, 1992 .

Two-particle ladder diagrams and double-counting in effective interaction calculations

M. Kirson, B. Barrett, 1975 .

Microscopic aspects of the IBA

S. Pittel, B. Barrett, P. D. Duval, 1983 .

On the Renormalization of the IBA by the g Boson

B. Barrett, K. A. Sage, 1981 .

COMMENT: Comment on 'Application of spinor symmetry to 131,133Xe and 135Ba'

H. A. Schmitt, A. Balantekin, B. Barrett, 1988 .

Simple and Exact Method for Calculating the Nuclear Reaction Matrix

R. J. McCarthy, B. Barrett, R. Hewitt, 1971 .

Potential energy surfaces in the classical limit of the IBM-2

A. Balantekin, S. Levit, B. Barrett, 1983 .

An effective field theory approach to two trapped particles

I. Stetcu, B. Barrett, J. Rotureau, 2010, 1001.5071.

New developments within the no-core shell model

S. Quaglioni, P. Navrátil, I. Stetcu, 2006 .

From non-Hermitian effective operators to large-scale no-core shell model calculations for light nuclei

P. Navrátil, J. Vary, I. Stetcu, 2006, nucl-th/0603034.

Effective operators in the NCSM formalism

P. Navrátil, J. Vary, I. Stetcu, 2005 .

Effective operators in nuclear-structure calculations

B. Barrett, 2005 .

Feasibility study of a three-nucleon force in the no-core shell model: [Formula Presented] binding energy

P. Navrátil, S. Coon, B. Barrett, 2002 .

Microscopic origins of effective charges in the shell model

P. Navrátil, B. Barrett, M. Thoresen, 1996, nucl-th/9612015.

Convergence and the third-order effective shell-model interaction

R. J. McCarthy, J. Vary, B. Barrett, 1978 .

Recent IBA-2 Calculations: A Theoretical Study of the Tungsten Isotopes

B. Barrett, P. D. Duval, 1981 .

On the possibility of fitting a large set of rare earth nuclei with constant IBM-2 parameters

P. Sala, R. Casten, B. Barrett, 1986 .

Probing chiral interactions in light nuclei

P. Navrátil, J. Vary, W. Glöckle, 2004 .

The Interacting Boson Model and its connection with group theory

B. Barrett, 1983 .

No-Core Shell Model Calculations in Light Nuclei with Three-Nucleon Forces

P. Navrátil, J. Vary, W. Ormand, 2004 .

Extrapolation method for the no-core shell model

P. Navrátil, J. Vary, H. Zhan, 2004, nucl-th/0401047.

Shell-model calculations for the three-nucleon system

P. Navrátil, B. Barrett, 1997, nucl-th/9711027.

Microscopic calculation of the form factors for nucleon transfer in deeply inelastic collisions

H. Weidenmüller, B. Barrett, S. Shlomo, 1979 .

Microscopic calculation of the form factors for deeply inelastic heavy-ion collisions within the statistical model

H. Weidenmüller, B. Barrett, S. Shlomo, 1978 .

Shell Model in a First Principles Approach

P. Navrátil, J. Vary, W. Ormand, 2004 .

Soluble model test of the multi-valued G-matrix effective interaction☆

P. Navrátil, B. Barrett, 1996 .

Benchmark calculation of inclusive responses in the four-body nuclear system

S. Quaglioni, P. Navrátil, S. Bacca, 2006 .

Deriving the nuclear shell model from first principles

J. Vary, A. M. Shirokov, B. Barrett, 2014 .

Effective Interactions and Operators in Nuclei

B. Barrett, 1975 .

Some observations concerning the supermultiplet of negative-parity excited states in the α particle☆

J. Walecka, B. Barrett, W. E. Meyerhof, 1966 .

β-Decay and the structure of light nuclei

B. Barrett, P. Halse, 1989 .

The interacting boson model and the structure of 182Hg

A. F. Barfield, B. Barrett, 1984 .

Interacting boson approximation model of the tungsten isotopes

B. Barrett, P. D. Duval, 1981 .

Minimizing effective many-body interactions

R. J. McCarthy, J. Vary, B. Barrett, 1993, nucl-th/9306014.

Is There a Proton-Neutron Interacting Boson Model for M1 Properties?

P. Navrátil, S. Kuyucak, P. Isacker, 1999 .

Positive discrete series representations of the noncompact superalgebra Osp(4/2,R)

H. A. Schmitt, A. Balantekin, B. Barrett, 1989 .

Basic Ideas and Concepts in Nuclear Physics: An Introductory Approach, by Kris Heyde

B. Barrett, 1999 .

How well are the IBM-2 parameters determined by the experimental data?

J. G. Zabolitzky, B. Barrett, I. Morrison, 1986 .

Orthosymplectic supersymmetry complementary to combined Bose-Fermi seniority algebras

H. A. Schmitt, A. Balantekin, B. Barrett, 1988 .

Coherence and decoherence in tunneling between quantum dots

B. Barrett, D. Cardamone, C. Stafford, 2002, cond-mat/0206294.

Simple model for decay of superdeformed nuclei

B. Barrett, C. Stafford, 1999, nucl-th/9906052.

The Ab Initio No-core Shell Model

Petr Navratil, James P. Vary, S. Quaglioni, 2001, 0902.3510.

Testing for parity violation in nuclei using spin density matrices for nuclear density functionals

B. Giraud, B. Barrett, 2015 .

THREE NUCLEON POTENTIAL IN NUCLEAR MATTER

B. McKellar, S. Coon, B. Barrett, 1976 .

Renormalization of the IBA Hamiltonian for the Effects of the g Boson

B. Barrett, K. A. Sage, 1982 .