Difference between revisions of "MAT3313"
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''Content'': Axiomatizations of propositional logic, axiomatizations of first-order logic, completeness and compactness, structures, compactness and the Henkin method of constructing models by constants, ultraproducts, real-valued logic and applications. | ''Content'': Axiomatizations of propositional logic, axiomatizations of first-order logic, completeness and compactness, structures, compactness and the Henkin method of constructing models by constants, ultraproducts, real-valued logic and applications. | ||
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| + | == Sample textbook == | ||
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| + | [1] David Cohen, ''An Introduction to Hilbert Space and Quantum Logic'', Springer. | ||
Revision as of 20:19, 9 February 2025
Catalog description
Prerequisites: Discrete Mathematics MAT3003 or instructor consent
Content: Axiomatizations of propositional logic, axiomatizations of first-order logic, completeness and compactness, structures, compactness and the Henkin method of constructing models by constants, ultraproducts, real-valued logic and applications.
Sample textbook
[1] David Cohen, An Introduction to Hilbert Space and Quantum Logic, Springer.
