Hermitian Hamiltonians are a fundamental concept in quantum mechanics, serving as the mathematical foundation for describing the energy and time evolution of quantum systems. They are named after the ...

This is a preview. Log in through your library . Abstract An operator A with domain and range in a complex Banach space X is called hermitian if and only if iA generates a strongly continuous ...

The paper deals with operator (semi-) stability and domains of operator (semi-) attraction of probability measures on infinite dimensional Banach spaces: characterizations of operator (semi-) ...

Conservation of energy is a fundamental concept that shapes our understanding of physical reality. In quantum physics, this requirement demands that a closed system exhibits real ...