Constructive Mathematics and Quantum Mechanics

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Shahriari, Mohsen | 2017

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Type of Document: M.Sc. Thesis
Language: Farsi
Document No: 50382 (02)
University: Sharif University of Technology
Department: Mathematical Sciences
Advisor(s): Ardeshir, Mohammad
Abstract:
In constructive mathematics, one has to construct a mathematical object in order to show that it exists. Consequently, some of classical theorems are not acceptable from a constructive point of view. In particular, the constructive validity of the parts of mathematics that play a role in forming physical theories is of interest. Here, we want to examine the constructive provability of some theorems related to quantum mechanics
Keywords:
Constructive Mathematics ; Quantum Mechanics ; Unbounded Operator

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