For Current Fellows

Academic year 2018-19 GSM activies

6-10 August 2018: Early orientation for GSM Fellows (open to all entering students). 

Academic year 2017-18 GSM activities

7-11 August 2017:     Early Orientation (required for GSM Fellows, open to all entering students) | schedule

June 17 - July 27:  Summer Reading Course, "Fourier Analysis on Finite Groups"  for rising second-year fellows
Text:      "Fourier Analysis on Finite Groups" by Audrey Terras
 
Faculty Advisor:                 
David Royster
Graduate Student Leader: Tefjol Pllaha

Directed Summer Research for GSM fellows who have completed their second year

Academic Year 2016-2017 GSM Activities

August 8-12, 2016: Early Orientation (required for GSM Fellows, open to all entering students)

Early Orientation Information and Schedule, including required reading assignment

August 18-19, 2016: Math Department Orientation (Required for all students)

May 15-26, 2017: Prelim Study Groups

June 9-July 28, 2017:  "Calculus on Manifolds," Summer Reading Groups for Rising Second-Year GSM Fellows 

Text: "Calculus on Manifolds" by Michael Spivak

Faculty Advisor:                  David Royster
Graduate Student Leader:  George Lytle

Directed Summer Research for GSM Fellows who have completed Year 2

Academic Year 2015-2016 GSM Activities

August 10-14, 2015:   Early Orientation for GSM Fellows

GSM Orientation Schedule

GSM Orientation Goals and Suggestions

Three articles to read prior to GSM orientation (recommended reading for all incoming graduate students!):

August 17-18, 2015:   University New TA Orientation

August 19-20, 2015:   Math Department Graduate Orientation

May 9-27, 2016: Algebra and Analysis Prelim Study Groups

Analysis Study Group Leader:  Chase Russell
Algebra Study Group Leader: To be announced

June 9-July 28, 2016:  Summer Reading Group on Lie Groups, Lie Algebras, and Representation Theory

Faculty Advisor:                  David Royster
Graduate Student Leader:  Dustin Hedmark

Suggested Texts:  

John Stillwell, Naive Lie Theory
Brian Hall, Lie Groups, Lie Algebras, and Representations

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