[Turkmath:1168] İstanbul Üniversitesi Matematik Bölümü Genel Semineri, 23 Mart 2016, 15:45

[ŞÜKRÜ YALÇINKAYA]

Merhabalar,

İstanbul Üniversitesi Matematik Bölümü genel seminerinde  Adrien
Deloro (Université
Pierre et Marie Curie) "Representations of SL*(*2,*K)* as SL*(*2,*K)*
-modules" başlıklı bir konuşma verecektir. Detayları aşağıdaki gibidir.
İlgilenen herkesi bekleriz.

*------------------------------------*

*Konuşmacı*: Adrien Deloro

*Başlık*: Representations of SL*(*2,*K)* as SL*(*2,*K)*-modules

*Özet:* This is a talk in pure group theory. The (irreducible,
finite-dimensional) representations of SL*(*2,*K)* as an algebraic group
are well-known: they are the various *K*[*X^d, X^(d-1)Y, ..., Y^d*], and
the proof uses Lie algebras. Now dropping all form of "geometric"
information (i.e., the algebraic group structure, so also the Lie algebra),
we may ask whether these objects can be identified not only as
representations of SL*(*2,*K)*, but even as SL*(*2,*K)*-modules. We shall
discuss partial results and open questions.

*Yer*: Matematik Bölümü Seminer Salonu

*Zaman:* 23 Mart 2016, 15:45

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İyi çalışmalar,

Şükrü Yalçınkaya
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