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MAT546bisFS16Seminar on Galois TheoryDi13.00-14.45Y27H25FS 15
Information Sheet
For Lectures 2, 3: Lang Undergraduate Algebra Sections VII.1 and VII.2
For Lectures 2, 3: Dummit and Foote Sections 13.1 and 13.2
For Lecture 4: Lang Undergraduate algebra VII.3 splitting fields
For Lecture 4:Dummit and Foote 13.4 Splitting fields
For Lecture 5:Lang UA VII.4 Galois theory
For Lecture 5: Samuel VI.1
For Lecture 5: Dummit and Foote 14.1 and 14.2
For Lecture 6:Lang UA VII.5 Quadratic and Cubic Extensions
For Lecture 6: Lang Algebraic Number Theory: Artin's quintic example
For Lecture 7: Lang UA VII.6 Solvability by radicals
For Lecture 7: Lang UA VII.7 Infinite Extensions
For Lecture 7: Dummit and Foote 14.9 Infinite Extensions
For Lecture 8: Lang UA VIII.1-VIII.4 Finite Fields
For Lecture 8: Samuel 1.7 Finite Fields
For Lecture 8: Dummit and Foote 14.3 Finite Fields
For Lecture 9: Dummit and Foote 13.6 Cyclotomic Polynomials
For Lecture 9: Dummit and Foote 14.5 Cyclotomic and Abelian extensions of Q
For Lecture 9: Lang UA VIII.5 Cyclotomoic polynomials
For Lecture 11: Dummit and Foote 14.8 Computations of Galois groups over Q
For Lecture 12: Dummit and Foote 14.6 (See pp. 607-610)
For Lecture 12: Samuel II.1-II.2 Integral Closure
For Lecture 12: Samuel II.5 Quadratic rings of integers
For Lecture 12: Samuel V.5.4, Splitting of primes in quadratic number fields
For Lecture 13: Silverman, Chapter 1, Algebraic varieties
For Lecture 13: Silverman, Chapter 2, Curves
For Lecture 13: W. Goldring, A new proof of Belyi's theorem
For Lecture 13: W. Goldring, Unifying themes suggested by Belyi's theorem
Modul:  MAT546bisFS16  Seminar on Galois Theory

Anreise zum Institut

Erinnerungs Email abonnieren

DatumTitelSprecher
24.02.15Algebraic ExtensionsPetra Brennwald
03.03.15Embeddings and primitive element theoremAnna Kristina Zehnder
10.03.15Splitting FieldsEdoardo Dotti
17.03.15Galois theory: The basic correspondenceAndreas Schulthess
17.03.15Galois theory: The basic correspondenceAndrea Ritzmann
24.03.15Low degree examples and the fundamental theorem of algebraRebekka Klara Gasser
Universität Zürich
24.03.15Low degree examples and the fundamental theorem of algebraVladica Orlovic
31.03.15Infinite extensions, infinite Galois groupsAli Asim Sahin
31.03.15Solvability by RadicalsThi Hoang Oanh Rabbani
14.04.15Basics of finite fieldsNadine Minder
14.04.15Basics of finite fieldsUrsina Brunnhofer
21.04.15Cyclotomic fieldsSilja Haffter
21.04.15Cyclotomic fieldsUlrike Hansper
28.04.15ReviewHuan Xiong
Universität Zürich
05.05.15Computation of Galois groups over QCarina Schneider
Universität Zürich
05.05.15Computation of Galois groups over QDavid Jud
12.05.15Symmetric PolynomialsPascal Fässler
12.05.15Decomposition of primes in quadratic number fieldsMarkus Neumann
19.05.15Belyi's theoremGiulio Amato
19.05.15Curves and ramificationTania Rosso
26.05.15Quadratic reciprocityVincenzo Ignazio
26.05.15Decomposition and inertia subgroups of Galois groupsThomas Du Toit
 
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