In this paper we study the concept of S-linear operator and we show some of 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. A generalization to the infinite dimensional case of the space of tempered distributions, endowed with the new operation of superposition introduced by the author in 1998.

S-linear operators in quantum mechanics and in economy

CARFI', David
2011

Abstract

In this paper we study the concept of S-linear operator and we show some of 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. A generalization to the infinite dimensional case of the space of tempered distributions, endowed with the new operation of superposition introduced by the author in 1998.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11570/3083288
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