QUANTUM OBJECTS: SIGMA INTERPRETATION FOR MEASUREMENT PROBLEM

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MANSOURI A.R.; GOLSHANI M.; KARBASIZADEH A.E.

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Journal: RESEARCH ON METAPHYSIK Year:2012 | Volume:47 | Issue:11-12 Page(s): 89-111

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Information Journal Paper

Title

QUANTUM OBJECTS: SIGMA INTERPRETATION FOR MEASUREMENT PROBLEM

Author(s)

MANSOURI A.R. | GOLSHANI M. | KARBASIZADEH A.E. | Issue Writer Certificate

Keywords

MEASUREMENT PROBLEMQ2

INTERPRETATION OF QUANTUM MECHANICSQ2

FOURQ2

DIMENSIONALISMQ2

UNSHARP REALITYQ2

UNSHARP OBSERVABLESQ2

Abstract

In this paper, we suggest an alternative interpretation for the state vector which, by considering temporal parts for physical objects, aims to give an intelligible account of MEASUREMENT PROBLEM in quantum mechanics. This interpretation, it is claimed, has the capacity to solve three MEASUREMENT PROBLEMs: the problem of outcome, the problem of statistics and the problem of effect. We argue that it not only provides us with an account of MEASUREMENT PROBLEM but also shows us yet another limitation of our perceptual experience, i.e. our inability to perceive UNSHARP REALITY.

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APA: Copy

MANSOURI, A.R., GOLSHANI, M., & KARBASIZADEH, A.E.. (2012). QUANTUM OBJECTS: SIGMA INTERPRETATION FOR MEASUREMENT PROBLEM. RESEARCH ON METAPHYSIK, 47(11-12), 89-111. SID. https://sid.ir/paper/157503/en

Vancouver: Copy

MANSOURI A.R., GOLSHANI M., KARBASIZADEH A.E.. QUANTUM OBJECTS: SIGMA INTERPRETATION FOR MEASUREMENT PROBLEM. RESEARCH ON METAPHYSIK[Internet]. 2012;47(11-12):89-111. Available from: https://sid.ir/paper/157503/en

IEEE: Copy

A.R. MANSOURI, M. GOLSHANI, and A.E. KARBASIZADEH, “QUANTUM OBJECTS: SIGMA INTERPRETATION FOR MEASUREMENT PROBLEM,” RESEARCH ON METAPHYSIK, vol. 47, no. 11-12, pp. 89–111, 2012, [Online]. Available: https://sid.ir/paper/157503/en

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