4 citations · 5 across the 2 of their papers we have counts for
2 papers
math-ph2012★ 1 cited
Finding room for antilinear terms in the Hamiltonian
Michael Eisele
Although the Hamiltonian in quantum physics has to be a linear operator, it is possible to make quantum systems behave as if their Hamiltonians contained antilinear (i.e., semiline…
chao-dyn1993★ 4 cited
Dynamical zeta functions for Artin's billiard and the Venkov--Zograf factorization formula
Michael Eisele, Dieter Mayer
Dynamical zeta functions are expected to relate the Schrödinger operator's spectrum to the periodic orbits of the corresponding fully chaotic Hamiltonian system. The relationsship…