In this paper we study the concept os S-ultralinear operator and we show some its properties and applications to the foundations of Quantum Mechanics. This new operators are a generalization of the linear operators defined between two finite dimensional vector spaces to the infinite dimensional case of the space of tempered distributions endowed with the new operation of superposition introduced by the author itself in 1998.
S-ultralinear operators in Quantum Mechanics
CARFI', David
2003-01-01
Abstract
In this paper we study the concept os S-ultralinear operator and we show some its properties and applications to the foundations of Quantum Mechanics. This new operators are a generalization of the linear operators defined between two finite dimensional vector spaces to the infinite dimensional case of the space of tempered distributions endowed with the new operation of superposition introduced by the author itself in 1998.File in questo prodotto:
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