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Author ID: kroger.helmut Recent zbMATH articles by "Kröger, Helmut"
Published as: Kröger, H.; Kröger, Helmut; Kroeger, Helmut
Documents Indexed: 41 Publications since 1980
Co-Authors: 40 Co-Authors with 29 Joint Publications
201 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

23 Publications have been cited 45 times in 29 Documents Cited by Year
Fastest learning in small-world neural networks. Zbl 1136.68504
Simard, D.; Nadeau, L.; Kröger, H.
5
2005
A Hilbert space approach to the Lippmann-Schwinger equation in momentum representation. Zbl 0476.47033
Kroeger, Helmut; Fenske, Christian C.
3
1980
Strong approximation of wave operators for short range and Coulomb interactions. Zbl 0518.47009
Kroeger, Helmut
3
1983
Measuring the Hausdorff dimension of quantum mechanical paths. Zbl 1020.81932
Kröger, H.; Lantagne, S.; Moriarty, K. J. M.; Plache, B.
3
1995
Quantum chaos at finite temperature. Zbl 0970.81020
Caron, L. A.; Jirari, H.; Kröger, H.; Luo, X. Q.; Melkonyan, G.; Moriarty, K. J. M.
3
2001
Monte Carlo Hamiltonian from stochastic basis. Zbl 0996.81120
Huang, C. Q.; Kröger, H.; Luo, X. Q.; Moriarty, K. J. M.
3
2002
Cosmological dynamics of scalar field with non-minimal kinetic term. Zbl 1058.83023
Kröger, H.; Melkonyan, G.; Rubin, S. G.
3
2004
Is quantum chaos weaker than classical chaos? Zbl 1118.81321
Caron, L. A.; Huard, D.; Kröger, H.; Melkonyan, G.; Moriarty, K. J. M.; Nadeau, L. P.
2
2004
Finite rank approximation of wave operators for short-range and Coulomb interactions. Zbl 0557.35103
Kröger, Helmut
2
1984
Generalized Aharonov-Bohm effect, homotopy classes and Hausdorff dimension. Zbl 0962.81517
Kröger, H.
2
1997
Bound states and critical behavior of the Yukawa potential. Zbl 1101.81053
Li, Yongyao; Luo, Xiangqian; Kröger, Helmut
2
2006
Thermodynamical observables in a finite temperature window from the Monte Carlo Hamiltonian. Zbl 1139.82319
Kröger, H.; Luo, X. Q.; Moriarty, K. J. M.
2
2003
New way to compute excited states and thermodynamics: Monte Carlo hamiltonian. Zbl 1097.82535
Kröger, H.; Luo, X. Q.; Moriarty, K. J. M.
2
2003
Monte Carlo Hamiltonian of lattice gauge theory. Zbl 1127.81333
Paradis, F.; Kröger, H.; Luo, X. Q.; Moriarty, K. J. M.
1
2007
A theorem on A-proper mappings and its application in scattering theory. Zbl 0487.47013
Kroeger, Helmut; Perne, Rainer
1
1982
Universality in level spacing fluctuations of a chaotic optical billiard. Zbl 1236.37025
Laprise, J. F.; Hosseinizadeh, A.; Lamy-Poirier, J.; Zomorrodi, R.; Kröger, J.; Kröger, H.
1
2010
On the wave operator in few-body quantum scattering with Coulomb-like interactions. Zbl 0558.35071
Kröger, Helmut
1
1985
Quantum instantons and quantum chaos. Zbl 0984.81049
Jirari, H.; Kröger, H.; Luo, X. Q.; Moriarty, K. J. M.; Rubin, S. G.
1
2001
Quantum chaos versus classical chaos: why is quantum chaos weaker? Zbl 1096.81009
Kröger, H.; Laprise, J.-F.; Melkonyan, G.; Zomorrodi, R.
1
2006
Why are probabilistic laws governing quantum mechanics and neurobiology? Zbl 1069.81003
Kröger, Helmut
1
2005
Monte Carlo Hamiltonian: inverse potential. Zbl 1167.81307
Luo, Xiang-Qian; Cheng, Xiao-Ni; Kröger, Helmut
1
2004
\((3+1)\)-dimensional quantum mechanics from Monte Carlo Hamiltonian: harmonic oscillator. Zbl 1164.81307
Luo, Xiang-Qian; Xu, Hao; Yang, Jie-Chao; Wang, Yu-Li; Chang, Di; Lin, Yin; Kröger, Helmut
1
2001
Renormalisation in quantum mechanics. Zbl 0999.81025
Jirari, H.; Kröger, H.; Luo, X. Q.; Melkonyan, G.; Moriarty, K. J. M.
1
2002
Universality in level spacing fluctuations of a chaotic optical billiard. Zbl 1236.37025
Laprise, J. F.; Hosseinizadeh, A.; Lamy-Poirier, J.; Zomorrodi, R.; Kröger, J.; Kröger, H.
1
2010
Monte Carlo Hamiltonian of lattice gauge theory. Zbl 1127.81333
Paradis, F.; Kröger, H.; Luo, X. Q.; Moriarty, K. J. M.
1
2007
Bound states and critical behavior of the Yukawa potential. Zbl 1101.81053
Li, Yongyao; Luo, Xiangqian; Kröger, Helmut
2
2006
Quantum chaos versus classical chaos: why is quantum chaos weaker? Zbl 1096.81009
Kröger, H.; Laprise, J.-F.; Melkonyan, G.; Zomorrodi, R.
1
2006
Fastest learning in small-world neural networks. Zbl 1136.68504
Simard, D.; Nadeau, L.; Kröger, H.
5
2005
Why are probabilistic laws governing quantum mechanics and neurobiology? Zbl 1069.81003
Kröger, Helmut
1
2005
Cosmological dynamics of scalar field with non-minimal kinetic term. Zbl 1058.83023
Kröger, H.; Melkonyan, G.; Rubin, S. G.
3
2004
Is quantum chaos weaker than classical chaos? Zbl 1118.81321
Caron, L. A.; Huard, D.; Kröger, H.; Melkonyan, G.; Moriarty, K. J. M.; Nadeau, L. P.
2
2004
Monte Carlo Hamiltonian: inverse potential. Zbl 1167.81307
Luo, Xiang-Qian; Cheng, Xiao-Ni; Kröger, Helmut
1
2004
Thermodynamical observables in a finite temperature window from the Monte Carlo Hamiltonian. Zbl 1139.82319
Kröger, H.; Luo, X. Q.; Moriarty, K. J. M.
2
2003
New way to compute excited states and thermodynamics: Monte Carlo hamiltonian. Zbl 1097.82535
Kröger, H.; Luo, X. Q.; Moriarty, K. J. M.
2
2003
Monte Carlo Hamiltonian from stochastic basis. Zbl 0996.81120
Huang, C. Q.; Kröger, H.; Luo, X. Q.; Moriarty, K. J. M.
3
2002
Renormalisation in quantum mechanics. Zbl 0999.81025
Jirari, H.; Kröger, H.; Luo, X. Q.; Melkonyan, G.; Moriarty, K. J. M.
1
2002
Quantum chaos at finite temperature. Zbl 0970.81020
Caron, L. A.; Jirari, H.; Kröger, H.; Luo, X. Q.; Melkonyan, G.; Moriarty, K. J. M.
3
2001
Quantum instantons and quantum chaos. Zbl 0984.81049
Jirari, H.; Kröger, H.; Luo, X. Q.; Moriarty, K. J. M.; Rubin, S. G.
1
2001
\((3+1)\)-dimensional quantum mechanics from Monte Carlo Hamiltonian: harmonic oscillator. Zbl 1164.81307
Luo, Xiang-Qian; Xu, Hao; Yang, Jie-Chao; Wang, Yu-Li; Chang, Di; Lin, Yin; Kröger, Helmut
1
2001
Generalized Aharonov-Bohm effect, homotopy classes and Hausdorff dimension. Zbl 0962.81517
Kröger, H.
2
1997
Measuring the Hausdorff dimension of quantum mechanical paths. Zbl 1020.81932
Kröger, H.; Lantagne, S.; Moriarty, K. J. M.; Plache, B.
3
1995
On the wave operator in few-body quantum scattering with Coulomb-like interactions. Zbl 0558.35071
Kröger, Helmut
1
1985
Finite rank approximation of wave operators for short-range and Coulomb interactions. Zbl 0557.35103
Kröger, Helmut
2
1984
Strong approximation of wave operators for short range and Coulomb interactions. Zbl 0518.47009
Kroeger, Helmut
3
1983
A theorem on A-proper mappings and its application in scattering theory. Zbl 0487.47013
Kroeger, Helmut; Perne, Rainer
1
1982
A Hilbert space approach to the Lippmann-Schwinger equation in momentum representation. Zbl 0476.47033
Kroeger, Helmut; Fenske, Christian C.
3
1980

Citations by Year