Lasker?Noether theorem

In mathematics, the Lasker?Noether theorem provides a vast generalization of the fundamental theorem of arithmetic to embrace the rings of algebraic geometry. The theorem was first proven by Emanuel Lasker in 1905 for the special case of polynomial rings. It was proven in its full generality by Emmy Noether in 1921.

Related Topics:
Mathematics - Fundamental theorem of arithmetic - Ring - Algebraic geometry - Emanuel Lasker - 1905 - Polynomial ring - Emmy Noether - 1921

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