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On Schrödinger's Search for a Stochastic Interpretation of Quantum Mechanics

Z. Marić

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Abstract

Abstract Following Schrödinger a stochastic interpretation of quantum mechanics is given based on the introduction of an intermediate probability in diffusion processes. The Schrödinger equation is derived following Nelson's approach and following a variational approach. Some problems of the quantum theory of measurement are discussed.

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Abstract Following Schrödinger a stochastic interpretation of quantum mechanics is given based on the introduction of an intermediate probability in diffusion processes. The Schrödinger equation is derived following Nelson's approach and following a variational approach. Some problems of the quantum theory of measurement are discussed.

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Available abstract

Abstract Following Schrödinger a stochastic interpretation of quantum mechanics is given based on the introduction of an intermediate probability in diffusion processes. The Schrödinger equation is derived following Nelson's approach and following a variational approach. Some problems of the quantum theory of measurement are discussed.

Key concepts: Stochastic interpretation, Interpretations of quantum mechanics, Schrödinger's cat, Quantum probability, Interpretation (philosophy), Schrödinger equation, Consistent histories, Physics

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