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ACCQ205 (courbes algébriques)
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notes-accq205.tex
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*
Mention purely inseparable extensions and the separable degree.
David A. Madore
2016-02-28
1
-1
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+30
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Split section on separable extensions.
David A. Madore
2016-02-28
1
-2
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+4
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A counterexample.
David A. Madore
2016-02-28
1
-0
/
+16
*
Separable algebraic extensions: compositum, etc.
David A. Madore
2016-02-28
1
-113
/
+194
*
Separable algebraic extensions.
David A. Madore
2016-02-27
1
-9
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+53
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Elements in a separably generated algebraic extension are separable.
David A. Madore
2016-02-27
1
-14
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+53
*
More on linear disjointness.
David A. Madore
2016-02-27
1
-8
/
+50
*
More about separable algebraic elements.
David A. Madore
2016-02-27
1
-22
/
+127
*
Add trivial remark.
David A. Madore
2016-02-15
1
-0
/
+3
*
Nilradical of a ring.
David A. Madore
2016-02-15
1
-0
/
+39
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An algebraic extension of a perfect field is perfect.
David A. Madore
2016-02-15
1
-2
/
+28
*
Minor updates.
David A. Madore
2016-02-15
1
-2
/
+10
*
TODO.
David A. Madore
2016-02-13
1
-0
/
+6
*
Separable element, perfect fields, primitive element theorem
David A. Madore
2016-02-13
1
-11
/
+116
*
Linear disjointness, subextensions of finite type.
David A. Madore
2016-02-12
1
-33
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+266
*
Decomposition field for infinite families of polynomials.
David A. Madore
2016-02-12
1
-18
/
+60
*
Algebraic closure, Steinitz's theorem.
David A. Madore
2016-02-12
1
-1
/
+43
*
Rupture field, decomposition field, algebraic closure.
David A. Madore
2016-02-12
1
-7
/
+109
*
Additivity of transcendence degrees.
David A. Madore
2016-02-11
1
-6
/
+44
*
More about algebraic extensions. Transcendence degree.
David A. Madore
2016-02-10
1
-26
/
+232
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Discuss generated algebra and field in general.
David A. Madore
2016-02-10
1
-95
/
+214
*
Recall what an integral domain is, and whatnot.
David A. Madore
2016-02-09
1
-13
/
+79
*
Start talking about transcendence bases.
David A. Madore
2016-02-09
1
-5
/
+99
*
Rupture field, degrees of extensions.
David A. Madore
2016-02-08
1
-3
/
+53
*
Start writing ACCQ205 notes.
David A. Madore
2016-02-08
1
-0
/
+139
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