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Do Dang G

Showing results (1-10 of 9) with videos related to

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Physical Review. C, Nuclear Physics|December 1, 1987
Determination of the collective Hamiltonian in a self-consistent theory of large amplitude adiabatic motionDo Dang G, Bulgac, Klein
Physical Review. C, Nuclear Physics|December 1, 1987
Application of a theory of large amplitude collective motion to a generalized landscape modelBulgac, Klein, Do Dang G
Physical Review. E, Statistical Physics, Plasmas, Fluids, and Related Interdisciplinary Topics|October 1, 1996
Random matrix approach to quantum dissipationBulgac, Do Dang G, Kusnezov
Physical Review. C, Nuclear Physics|May 1, 1991
Theory of large-amplitude collective motion applied to the structure of 28SiWalet, Do Dang G, Klein
Physical Review. C, Nuclear Physics|January 1, 1992
Quantum corrections to the potential energy for large amplitude collective motionWalet, Klein, Do Dang G
Physical Review. C, Nuclear Physics|May 1, 1988
Decoupling a collective degree of freedom from a model for tunneling in many-particle systemsBulgac, Klein, Do Dang G
Physical Review. C, Nuclear Physics|August 1, 1989
Adiabatic time-dependent Hartree-Fock theory in the generalized valley approximationBulgac, Klein, Walet, et al.
Physical Review. C, Nuclear Physics|January 1, 1990
Generalized valley approximation applied to a schematic model of the monopole excitationWalet, Klein, Do Dang G, et al.
Physical Review. C, Nuclear Physics|May 1, 1987
Coulomb sum rules in the relativistic Fermi gas modelDo Dang G, L'Huillier, Van Giai N, et al.
Pageof 1

Showing results (1-10 of 9) with videos related to

Sort By:
Pageof 1
Physical Review. C, Nuclear Physics|December 1, 1987
Determination of the collective Hamiltonian in a self-consistent theory of large amplitude adiabatic motionDo Dang G, Bulgac, Klein
Physical Review. C, Nuclear Physics|December 1, 1987
Application of a theory of large amplitude collective motion to a generalized landscape modelBulgac, Klein, Do Dang G
Physical Review. E, Statistical Physics, Plasmas, Fluids, and Related Interdisciplinary Topics|October 1, 1996
Random matrix approach to quantum dissipationBulgac, Do Dang G, Kusnezov
Physical Review. C, Nuclear Physics|May 1, 1991
Theory of large-amplitude collective motion applied to the structure of 28SiWalet, Do Dang G, Klein
Physical Review. C, Nuclear Physics|January 1, 1992
Quantum corrections to the potential energy for large amplitude collective motionWalet, Klein, Do Dang G
Physical Review. C, Nuclear Physics|May 1, 1988
Decoupling a collective degree of freedom from a model for tunneling in many-particle systemsBulgac, Klein, Do Dang G
Physical Review. C, Nuclear Physics|August 1, 1989
Adiabatic time-dependent Hartree-Fock theory in the generalized valley approximationBulgac, Klein, Walet, et al.
Physical Review. C, Nuclear Physics|January 1, 1990
Generalized valley approximation applied to a schematic model of the monopole excitationWalet, Klein, Do Dang G, et al.
Physical Review. C, Nuclear Physics|May 1, 1987
Coulomb sum rules in the relativistic Fermi gas modelDo Dang G, L'Huillier, Van Giai N, et al.
Pageof 1