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MA 675

Ring Field Galois Theory

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Rings; subrings, quotient rings and ring homomorphisms; ideal theory; polynomial rings; integral domains and divisor theory; fields and field extensions; the Fundamental Theorem of Galois Theory. Prerequisites: MA523 or equivalent. Exclusions: MA475 or MA686E (Ring and Field Theory version).

Rings; subrings, quotient rings and ring homomorphisms; ideal theory; polynomial rings; integral domains and divisor theory; fields and field extensions; the Fundamental Theorem of Galois Theory. Prerequisites: MA523 or equivalent. Exclusions: MA475 or MA686E (Ring and Field Theory version).

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Rings; subrings, quotient rings and ring homomorphisms; ideal theory; polynomial rings; integral domains and divisor theory; fields and field extensions; the Fundamental Theorem of Galois Theory. Prerequisites: MA523 or equivalent. Exclusions: MA475 or MA686E (Ring and Field Theory version).

MA 675 Prerequisites

MA 523 (Min. Grade )

MA 675 Leads To

No Leads To Information Available

MA 675 Restrictions

Must be enrolled in one of the following Levels:

Graduate (GR)

MA 675

Ring Field Galois Theory

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Useful

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Rings; subrings, quotient rings and ring homomorphisms; ideal theory; polynomial rings; integral domains and divisor theory; fields and field extensions; the Fundamental Theorem of Galois Theory. Prerequisites: MA523 or equivalent. Exclusions: MA475 or MA686E (Ring and Field Theory version).

Rings; subrings, quotient rings and ring homomorphisms; ideal theory; polynomial rings; integral domains and divisor theory; fields and field extensions; the Fundamental Theorem of Galois Theory. Prerequisites: MA523 or equivalent. Exclusions: MA475 or MA686E (Ring and Field Theory version).

0%Liked

Easy

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Useful

0%

0 ratings

Rings; subrings, quotient rings and ring homomorphisms; ideal theory; polynomial rings; integral domains and divisor theory; fields and field extensions; the Fundamental Theorem of Galois Theory. Prerequisites: MA523 or equivalent. Exclusions: MA475 or MA686E (Ring and Field Theory version).

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