Seminar : Basic Aspects of Representation Theory (BART) - Revision history

Chlee at 03:34, 4 March 2015

2015-03-04T03:34:55Z

2014-07-19T22:49:20Z

7/29 (10-12AM)

2014-07-19T06:54:24Z

7/29 (10-12AM)

2014-07-19T06:36:16Z

7/29

2014-07-19T06:33:44Z

Spring 2014

2014-06-27T00:08:25Z

2014-06-11T21:51:40Z

Spring 2014

2014-05-30T06:25:39Z

6/3

2014-05-27T08:16:36Z

2014-05-22T05:40:57Z

6/4

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-This is a page for a weekly seminar organized by a group of postdocs and graduate students working on representation theory and related fields at SNU.
+This is the page for the weekly seminar organized by a group of postdocs and graduate students working on representation theory and related fields at SNU in 2014.
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 ===???===
 Introduction to categorifications (tentative)

← Older revision		Revision as of 22:49, 19 July 2014
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−	===7/29 (10-12AM)===	+	===7/29 (129-406, 10-12AM)===
	Philsang Yoo (Northwestern University) : The best hope for the geometric Langlands program		Philsang Yoo (Northwestern University) : The best hope for the geometric Langlands program

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 ===7/29 (10-12AM)===
-Philsang Yoo (Northwestern University) : The best hope in the geometric Langlands program
+Philsang Yoo (Northwestern University) : The best hope for the geometric Langlands program
 Abstract : The Langlands correspondence is a deep statement relating number theory and harmonic analysis in a rather unexpected way. It is still largely conjectural for number fields but a lot is known for function fields, not least because one has more algebro-geometric tools over a function field. The geometric Langlands program is in a sense even further simplification by working over the complex number C. The goal of this introductory talk is to state the best hope conjecture of geometric Langlands program from a natural context in terms of categorical harmonic analysis. One should note that we only aim to give some idea of the subject and in particular the version of the conjecture we will see in the talk is known to be wrong.

@@ Line 50: / Line 50: @@
-===7/29===
+===7/29 (10-12AM)===
 Philsang Yoo (Northwestern University) : The best hope in the geometric Langlands program
 Abstract : The Langlands correspondence is a deep statement relating number theory and harmonic analysis in a rather unexpected way. It is still largely conjectural for number fields but a lot is known for function fields, not least because one has more algebro-geometric tools over a function field. The geometric Langlands program is in a sense even further simplification by working over the complex number C. The goal of this introductory talk is to state the best hope conjecture of geometric Langlands program from a natural context in terms of categorical harmonic analysis. One should note that we only aim to give some idea of the subject and in particular the version of the conjecture we will see in the talk is known to be wrong.
 ===???===
 Introduction to categorifications (tentative)

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 ===7/2===
 Chul-hee Lee, Linear recurrence relations in Q-systems
 ===???===
 Introduction to categorifications (tentative)

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 ===5/28===
-Hyoungju Park, Crystal bases (tentative)
+Hyoungju Park, Crystal bases
 ===6/3===
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 '''Please be aware of the date and time change.''' It will be held on Tuesday at 16:00.
-===6/11===
+===7/2===
-'''There will be no seminar this week.'''
+Chul-hee Lee, Linear recurrence relations in Q-systems
 ===???===
 Introduction to categorifications (tentative)