Finite fields.- Factorization of polynomials.- Galois groups.- Continued fractions.- Field extensions.- Modules and orders.- Products of linear forms.- Units in algebraic number fields.- Class numbers of algebraic number fields.- Class groups and class fields of algebraic number fields.- Diophantine equations.- The hasse principle for cubic surfaces.
Finite fields.- Factorization of polynomials.- Galois groups.- Continued fractions.- Field extensions.- Modules and orders.- Products of linear forms.- Units in algebraic number fields.- Class numbers of algebraic number fields.- Class groups and class fields of algebraic number fields.- Diophantine equations.- The hasse principle for cubic surfaces.
Finite fields.- Factorization of polynomials.- Galois groups.- Continued fractions.- Field extensions.- Modules and orders.- Products of linear forms.- Units in algebraic number fields.- Class numbers of algebraic number fields.- Class groups and class fields of algebraic number fields.- Diophantine equations.- The hasse principle for cubic surfaces.
Finite fields.- Factorization of polynomials.- Galois groups.- Continued fractions.- Field extensions.- Modules and orders.- Products of linear forms.- Units in algebraic number fields.- Class numbers of algebraic number fields.- Class groups and class fields of algebraic number fields.- Diophantine equations.- The hasse principle for cubic surfaces.
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