109 citations · 125 across the 6 of their papers we have counts for
6 papers
What does quantum chaos mean?
D. Huard, H. Kroger, G. G. Melkonyan +2
We discuss how the concept of the quantum action can be used to characterize quantum chaos. As an example we study quantum mechanics of the inverse square potential in order to tes…
Quantum chaos viewed from quantum action
D. Huard, H. Kröger, G. Melkonyan +2
We consider a mixed chaotic Hamiltonian system and compare classical with quantum chaos. As alternative to the methods of enegy level spacing statistics and trace formulas, we cons…
Comparison of classical chaos with quantum chaos
L. A. Caron, D. Huard, H. Kröger +3
We investigate chaotic behavior in a 2-D Hamiltonian system - oscillators with anharmonic coupling. We compare the classical system with quantum system. Via the quantum action, we…
Fastest learning in small world neural networks
D. Simard, L. Nadeau, H. Kröger
We investigate supervised learning in neural networks. We consider a multi-layered feed-forward network with back propagation. We find that the network of small-world connectivity…
Is Quantum Chaos Weaker Than Classical Chaos?
L. A. Caron, D. Huard, H. Kröger +3
We investigate chaotic behavior in a 2-D Hamiltonian system - oscillators with anharmonic coupling. We compare the classical system with quantum system. Via the quantum action, we…
Test of Quantum Action for Inverse Square Potential
D. Huard, H. Kröger, G. Melkonyan +2
We present a numerical study of the quantum action previously introduced as a parametrisation of Q.M. transition amplitudes. We address the questions: Is the quantum action possibl…