Deduction of Heisenberg relations and Schrodinger equation through the structure of N-dimensional parameterized metric vector spaces

摘要

Here, it is described how N-dimensional parameterized vector spaces, possessing an adapted real metric with the addition of some supplementary axioms, permit the deduction of Heisenberg relations and Schrodinger equation. This specific space structure, proposed as a container of the description of quantum objects, suggests, in this way, that both quantum mechanical cornerstones can be considered as trivial consequences of such a special vector space choice.