Approximation by matrices with simple spectra simple spectrum. We solve this problem making use of topological properties of the full matrix algebra.
Approximation by matrices with simple spectra simple spectrum. We solve this problem making use of topological properties of the full matrix algebra.
Statistical spectrum of the non-Markovity parameter for simple model systemsStatistical
spectrum of the non-Markovity parameter for
simple model systems
Statistical spectrum of the non-Markovity parameter for simple model systemsStatistical
spectrum of the non-Markovity parameter for
simple model systems
Hopf algebra orbits on the prime spectrum of a module algebra that there is an equivalence relation on a subset Spec f A of the prime
spectrum of A which exactly corresponds to the orbit
Hopf algebra orbits on the prime spectrum of a module algebra that there is an equivalence relation on a subset Spec f A of the prime
spectrum of A which exactly corresponds to the orbit
ENERGY-SPECTRUM OF THE POTENTIAL V = AX2 + X4 (a > 0) case a
simple argument is provided to indicate that the conventional small-parameter energy