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Algebraic numbers, minimal polynomials, and algebraic extensions
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This lecture was given on October 31, 2014.
It gives definitions, examples, and proves a couple basic results about algebraic (and transcendental) numbers, minimal polynomials, and algebraic field extensions.
The lecture assumes knowledge of the definitions of fields, polynomial rings, and the degree of a field extension.
It gives definitions, examples, and proves a couple basic results about algebraic (and transcendental) numbers, minimal polynomials, and algebraic field extensions.
The lecture assumes knowledge of the definitions of fields, polynomial rings, and the degree of a field extension.