MATH 639 Algebraic Function Fields II |
3 Credits |
Ramification theory for function field
extensions, function fields over finite fields, rational
places, Hasse-Weil theorem (Riemann hypothesis), towers
of function fields, introduction to
Algebraic Geometry codes.
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Last Offered Terms |
Course Name |
SU Credit |
Fall 2020-2021 |
Algebraic Function Fields II |
3 |
Spring 2015-2016 |
Algebraic Function Fields II |
3 |
Spring 2010-2011 |
Algebraic Function Fields II |
3 |
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Prerequisite: (MATH 511 - Masters - Min Grade D |
or MATH 511 - Doctorate - Min Grade D) |
and (MATH 512 - Masters - Min Grade D |
or MATH 512 - Doctorate - Min Grade D) |
and (MATH 636 - Masters - Min Grade D |
or MATH 636 - Doctorate - Min Grade D) |
Corequisite: __ |
ECTS Credit: 10 ECTS (10 ECTS for students admitted before 2013-14 Academic Year) |
General Requirements: |
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