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K.
İlhan İKEDA, Ph.D., Professor
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| Personal
URL |
http://www.math.boun.edu.tr/instructors/ilhan.ikeda/ |
| E-mail |
kazimilhan.ikeda
 boun.edu.tr |
| Office |
TB 140-A |
| Phone
(office) |
+
90 (212) 359 7351 |
| Address |
Bogaziçi
University
Faculty of Arts and Science
Department of Mathematics
34342, Bebek-Istanbul, Turkey |
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: Education |
Ph.
D. in Mathematics Princeton University, 1993
B.S.
in Mathematics Middle East Technical University, 1989 |
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: Areas of Interest |
Algebraic
Number Theory
Automorphic Forms
Representation Theory
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: Publications |
- On a group closely related with the automorphic Langlands group,
J. Korean Math. Soc. 57 (2020), No. 1, pp. 21–59.
- Basic
properties of the non-abelian global reciprocity map, Mathematics
in the 21st Century, Springer Proceedings in Mathematics&
Statistics Volume 98, 2015, pp 45-92.
- On
the non-abelian global class field theory, Annales mathématiques du
Québec, 37 (2), 2013, pp. 129-172.
- Ramification
theory in non-abelian local class field theory (with Erol Serbest),
Acta Arithmetica, 144 (2010), pp.373-393.
- Non-abelian
local reciprocity law (with Erol Serbest), Manuscripta Math. 132
(2010), pp. 19-49.
- Generalized
Fesenko reciprocity map (with Erol Serbest), Algebra i Analiz: St.
Petersburg Math. Journal 20(4) (2008), pp. 118-159.
- Fesenko
reciprocity map (with Erol Serbest), Algebra i Analiz : St. Petersburg
Math. Journal 20(3) (2008), pp. 112-162.
- On
the local Artin conductor fArtin(χ) of a character χ of Gal(E/K) 2:
Main results for the metabelian case, Proc. Indian Acad. Sci. (Math.
Sci.) 113 (2003), pp. 99-137.
- On
the metabelian local Artin map 1: Galois conjugation law, Turkish J. of
Math. 24, (2000), pp. 25-58.
- On
the local Artin conductor ƒArtin(χ) of a character χ of Gal(E/K) 1:
Basic definitions, Turkish J. of Math. 23, (1999), pp. 519-530.
- Two
lemmas on formal power series, (with Masatoshi Ikeda), Turkish J. of
Math. 23, (1999), pp. 435-440.
- On
the standard L-functions of central-simple algebras, Bulletin des
Sciences Mathématiques 124, (2000), pp. 147-157.
- A
formal theory of Eisenstein series, C. R. Acad. Sci. Paris Sér. I Math.
321, (1995), pp. 45-50.
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