Index of /~pzsambok/MATH_9053B_4153B_Winter_2018/notes/
Parent Directory
0108 Introduction.pdf
0110 Affine algebraic sets and ideals.pdf
0112 Irreducibility and the Nullstellensatz.pdf
0115 The V --- I_V correspondence and regular morphisms.pdf
0117 Regular morphisms and introduction to projective space.pdf
0119 Projective algebraic sets.pdf
0122 - Introduction to sheaves.pdf
0124 - Affine varieties.pdf
0126 - Algebraic varieties.pdf
0129 - Local rings.pdf
0131 - O_X-modules.pdf
0202 - Quasicoherent modules.pdf
0205 - Projective varieties.pdf
0207 - Quasicoherent sheaves on projective varieties.pdf
0209 - Morphisms of projective varieties.pdf
0212 - Introduction to dimension.pdf
0214 - The Hauptidealsatz.pdf
0216 - Morphisms and dimension.pdf
0226 - Corollaries of the fibre dimension theorem.pdf
0228 - Review I.pdf
0302 - Review II.pdf
0305 - Tangent spaces.pdf
0307 - Tangent spaces II.pdf
0309 - Singular points.pdf
0312 - Curves.pdf
0313 - Intersection multiplicity.pdf
0314 - Finite schemes.pdf
0316 - Bezouts theorem.pdf
0323 - Introduction to sheaf cohomology.pdf
0326 - Cech cohomology.pdf
0327 - Vanishing theorems.pdf
0328 - The cohomology of the sheaves O_P^n(d).pdf
0402 - The cohomology of the sheaves O_P^n(d) II.pdf
0404 - Serres FAC theorem.pdf
0406 - The Euler--Poincare characteristic.pdf
0409-11 - Degree and genus of projective curves.pdf
whole.pdf