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72
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N.Schunck
". (0.00 sec.)
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1.
Tetrahedral Symmetry in Ground- and Low-Lying States of Exotic A ~ 110 Nuclei
N. Schunck
;
J. Dudek
;
A. Gozdz
;
P. H. Regan
;
27 Nov 2003
/ Phys.Rev. C69 (2004) 061305
2.
Nuclear Tetrahedral Symmetry: Possibly Present Throughout the Periodic Table
J. Dudek A. Gozdz N. Schunck M. Miskiewicz
;
21 May 2002
/ Phys.Rev.Lett. 88 (2002) 252502
3.
Delocalised Spinors
N. S. Manton
;
A. F. Schunck
;
24 Jul 2003
/ J.Phys. A37 (2004) 1415-1436
4.
Nuclear Tetrahedral Symmetry
N. Schunck
;
J. Dudek
;
9 Oct 2003
/ Int.J.Mod.Phys. E13 (2004) 213-216
5.
Atomic Nuclei with Tetrahedral and Octahedral Symmetries
J. Dudek
;
A. Gozdz
;
N. Schunck
;
1 Mar 2003
/ Acta Phys.Polon. B34 (2003) 2491-2512
6.
FELIX-1.0: A finite element solver for the time dependent generator coordinate method with the Gaussian overlap approximation
D. Regnier
;
M. Verrière
;
N. Dubray
;
N. Schunck
;
11 May 2015
7.
Fission fragment charge and mass distributions in 239Pu(n,f) in the adiabatic nuclear energy density functional theory
D. Regnier
;
N. Dubray
;
N. Schunck
;
M. Verriere
;
29 Mar 2016
8.
Tensor hypercontraction: A universal technique for the resolution of matrix elements of local, finite-range $N$-body potentials in many-body quantum problems
Robert M. Parrish
;
Edward G. Hohenstein
;
Nicolas F. Schunck
;
C. David Sherrill
;
Todd J. Martinez
;
22 Jan 2013
9.
Description of Induced Nuclear Fission with Skyrme Energy Functionals: II. Finite Temperature Effects
N. Schunck
;
D. Duke
;
H. Carr
;
11 Nov 2013
10.
Description of Induced Nuclear Fission with Skyrme Energy Functionals: I. Static Potential Energy Surfaces and Fission Fragment Properties
N. Schunck
;
D. Duke
;
H. Carr
;
A. Knoll
;
11 Nov 2013
11.
On an Edge-Preserving Variational Model for Optical Flow Estimation
Hirak Doshi
;
N. Uday Kiran
;
21 Jul 2022
12.
Classification of Inflationary Einstein--Scalar--Field--Models via Catastrophe Theory
Fjodor V.~Kusmartsev
;
Eckehard W.~Mielke
;
Yuri N.~Obukhov
;
Franz E.~Schunck
;
16 Dec 1994
/ Phys.Rev. D51 (1995) 924-927
13.
FELIX-2.0: New version of the finite element solver for the time dependent generator coordinate method with the Gaussian overlap approximation
D. Regnier
;
N. Dubray
;
M. Verrière
;
N. Schunck
;
21 Jul 2017
14.
Axially deformed solution of the Skyrme-Hartree-Fock-Bogolyubov equations using the transformed harmonic oscillator basis (II) HFBTHO v2.00c: a new version of the program
M. V. Stoitsov
;
N. Schunck
;
M. Kortelainen
;
N. Michel
;
H. Nam
;
E. Olsen
;
J. Sarich
;
S. Wild
;
5 Oct 2012
15.
Surface Symmetry Energy of Nuclear Energy Density Functionals
N. Nikolov
;
N. Schunck
;
W. Nazarewicz
;
M. Bender
;
J. Pei
;
28 Dec 2010
16.
Island of rare Earth nuclei with tetrahedral and octahedral symmetries: possible experimental evidence
J Dudek
;
D Curien
;
N Dubray
;
J Dobaczewski
;
V Pangon
;
P Olbratowski
;
N Schunck
;
18 Aug 2006
/ Phys Rev Lett, 97 (7), 072501
17.
Nuclei with Tetrahedral Symmetry
J. Dudek
;
J. Dobaczewski
;
N. Dubray
;
A. Gozdz
;
V. Pangon
;
N. Schunck
;
25 Oct 2006
18.
GDR Feeding of the Highly-Deformed Band in 42Ca
M.Kmiecik
;
A.Maj
;
J.Styczen
;
P.Bednarczyk
;
M.Brekiesz
;
J.Grebosz
;
M.Lach
;
W.Meczynski
;
M.Zieblinski
;
K.Zuber
;
A.Bracco
;
F.Camera
;
G.Benzoni
;
B.Million
;
S.Leoni
;
O.Wieland
;
B.Herskind
;
D.Curien
;
N.Dubray
;
J.Dudek
;
N.Schunck
;
K.Mazurek
;
21 Dec 2004
/ Acta Phys.Polon. B36 (2005) 1169-1174
19.
Regular solutions in Abelian gauge model
Yuri N. Obukhov
;
Franz E. Schunck
;
16 Jul 1996
/ Phys.Rev. D55 (1997) 2307-2319
20.
Vortices, flux tubes and other structures in the Ginzburg-Landau model: a possible fine structure of the mixed state?
Yuri N. Obukhov
;
Franz E. Schunck
;
20 Jun 1996
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