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* Merge branch 'master' of git.madore.org:teach/mdi349David A. Madore2011-05-111-2/+2
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| * Merge branch 'master' into HEADDavid A. Madore2011-05-112-0/+1284
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| * | Corrections noted during course on 2011-05-10 (backported to 2010 handout).David A. Madore2011-05-111-2/+2
* | | Corrections noted during course on 2011-05-10.David A. Madore2011-05-111-3/+3
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* | Projective space (start).David A. Madore2011-05-101-0/+157
* | The Zariski topology, morphisms between quasi-affine varieties.David A. Madore2011-05-091-2/+258
* | More about morphisms.David A. Madore2011-05-091-8/+96
* | Affine algebraic varieties over algebraically closed fields, morphisms.David A. Madore2011-05-051-2/+427
* | Notes for 2011: prolegomena in commutative algebra (simplified).David A. Madore2011-05-051-0/+358
* | Rename handout to make room for this year's.David A. Madore2011-05-051-0/+0
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* Fix the end, using normalization.David A. Madore2010-06-191-9/+118
* Start writing answers.David A. Madore2010-06-171-10/+155
* First attempt at writing a test.David A. Madore2010-06-171-0/+150
* Another correction noted during course on 2010-06-11.upload-20100611David A. Madore2010-06-111-3/+4
* Fix arithmetic brokenness in various places.David A. Madore2010-06-111-6/+38
* Various tiny bits and remarks.upload-20100610David A. Madore2010-06-111-3/+10
* Compute the canonical class of an elliptic curve. Show that a curve of genus...David A. Madore2010-06-111-2/+37
* Riemann-Roch.David A. Madore2010-06-111-10/+133
* Differentials, divisor classes of differentials, and the canonical class.David A. Madore2010-06-101-0/+100
* Divisors and the Picard group.David A. Madore2010-06-101-2/+103
* Principal divisors have degree zero.David A. Madore2010-06-101-8/+49
* Try to clarify the distinction between geometric points and closed points.David A. Madore2010-06-101-4/+30
* Sum of ramification indices is the degree.David A. Madore2010-06-101-0/+39
* An approximation result.David A. Madore2010-06-101-3/+58
* Ramification of a morphism (start section).upload-20100609David A. Madore2010-06-101-0/+22
* Morphisms between curves.David A. Madore2010-06-101-30/+169
* Start a section about curves.David A. Madore2010-06-091-7/+239
* Change all internal labels (give them names in English).David A. Madore2010-06-091-34/+33
* Corrections/additions noted during course on 2010-06-07.upload-20100607David A. Madore2010-06-071-21/+29
* A remark on elimination orders.David A. Madore2010-06-061-0/+8
* Gröbner bases and elimination.upload-20100606David A. Madore2010-06-061-1/+23
* Reduced Gröbner bases.David A. Madore2010-06-061-0/+28
* Buchberger's algorithm.David A. Madore2010-06-061-8/+156
* Important monomial orders (lex, glex and grevlex).David A. Madore2010-06-061-0/+67
* Start section on Gröbner bases: monomial ideals, admissible orders, and defi...upload-20100604David A. Madore2010-06-041-2/+152
* Differential and smoothness of morphisms.David A. Madore2010-06-041-0/+37
* An ugly and unpleasant note about "yeah, we could be using schemes here".David A. Madore2010-06-041-2/+33
* Some more explanations on the rational cubic in P^3.David A. Madore2010-06-041-1/+60
* More corrections/additions noted during course on 2010-06-04.David A. Madore2010-06-041-9/+33
* Corrections/additions noted during course on 2010-06-04.David A. Madore2010-06-041-6/+36
* Tangent space and smoothness.upload-20100603David A. Madore2010-06-031-3/+125
* Image of a morphism, continued.David A. Madore2010-06-031-0/+5
* Image of a morphism of quasiprojective varieties.David A. Madore2010-06-031-0/+30
* Warning on irreducible versus absolutely irreducible.David A. Madore2010-06-031-0/+17
* Morphisms between varieties on a nonclosed field.David A. Madore2010-06-031-13/+63
* Crash-course in Galois theory, varieties over a nonclosed field.David A. Madore2010-06-031-3/+148
* Introduction to dimension theory.upload-20100601David A. Madore2010-06-011-0/+67
* A stupidly simple example of a morphism from an open variety.David A. Madore2010-06-011-0/+6
* Products of varieties, and the Segre embedding.David A. Madore2010-06-011-2/+62
* Note morphisms from projective to affine are constant.David A. Madore2010-06-011-0/+9