Schemes 6: The spectrums of C[x,y], Z[x]
This lecture is part of an online algebraic geometry course on schemes, based on chapter II of "Algebraic geometry" by Hartshorne.
We give some examples of 2-dimensional schemes: the spectrums of the polynomial rings C[x,y] and Z[x].
Видео Schemes 6: The spectrums of C[x,y], Z[x] канала Richard E Borcherds
We give some examples of 2-dimensional schemes: the spectrums of the polynomial rings C[x,y] and Z[x].
Видео Schemes 6: The spectrums of C[x,y], Z[x] канала Richard E Borcherds
Показать
Комментарии отсутствуют
Информация о видео
Другие видео канала
Schemes 33: Vector bundles on the projective lineGroup theory 6: normal subgroups and quotient groupsSchemes 45: Blowing up schemesLie groups: Haar measureSchemes 17: Finite, quasifiniteDedekind domains: IntroductionModular forms: Hecke operators for formsGroup theory 27: The icosahedral groupAlgebraic geometry 44: Survey of curvesSchemes 29: Invertible sheaves over the projective lineCommutative algebra 18 (Functions on Spec R)Riemann Roch for genus 0 curvesCommutative algebra 64: Gorenstein ringsCommutative algebra 55: Dimension of local ringsAlgebraic geometry 42: ResultantsWeil conjectures 4 Fermat hypersurfacesChow ring 1. Introduction.Introduction to number theory lecture 26. Roots of polynomials modulo a prime.Riemann Roch: genus 1Introduction to number theory lecture 33. Quadratic reciprocity