D. SHELSTAD

 

 

 

 RECENT PREPRINTS

 

 

Tempered endoscopy for real groups I: geometric transfer with canonical factors.

Contemporary Math., Vol. 472 (2008), pp. 215 – 246.

Preprint: pdf

 

Tempered endoscopy for real groups II: spectral transfer factors.

 自守形式与Langlands纲领

Automorphic forms and the Langlands Program

Higher Education Press/ International Press, 2009/10, pp. 236 – 276.

Preprint: pdf

 

Tempered endoscopy for real groups III: inversion of transfer and L-packet structure.

Representation Theory, Vol. 12 (2008), pp. 369 – 402.

Preprint: pdf

 

Examples in endoscopy for real groups.

Notes for talks, Banff summer school and workshop on stable trace formula,

Galois representations and Shimura varieties: pdf

 

On geometric transfer in real twisted endoscopy.

Annals of Math,  to appear

Preprint: pdf

 

On spectral transfer factors in real twisted endoscopy.

Preprint (preliminary version, May 2011): pdf

 

A note on real endoscopic transfer and pseudo-coefficients.

Preprint: pdf

 

Some results on endoscopic transfer.

Notes for workshop, June 2011: pdf  Another abstract: pdf

 

 

 

 

VARIOUS OLDER PREPRINTS

 

 

Foundations of Twisted Endoscopy

Astérisque,  Vol. 255, 1999.

(with R. Kottwitz)

Preprint: pdf   Errata: see pdf (Jan 2012), also Section 9 of pdf

 

A formula for regular unipotent germs.

Astérisque,  Vol. 171 – 172 (1989),  pp. 275 – 277.

Preprint: pdf

 

Transfer and descent: some recent results.

Harmonic Analysis on Reductive Groups, Birkhäuser (1991), pp. 297 – 304.

Preprint: pdf

 

Base change and a matching theorem for real groups.

Noncommutative Harmonic Analysis and Lie Groups, SLN 880 (1981) pp. 425 – 482.

Preprint: pdf

 

Endoscopic groups and base change C/R.

Pacific J. Math. 110 (1984), pp. 397 – 415. here

 

Orbital integrals, endoscopic groups and L-indistinguishability for real groups.

Journées Automorphes,  Publ. Math. Univ. Paris VII, vol. 15 (1983),  pp. 135 – 219.

Preprint: pdf

 

Embeddings of L-groups.

Canad. J. Math., vol. 33 (1981), pp. 513 – 558.

Read here or find pdf here

 

Some character relations for real reductive algebraic groups.

Thesis: pdf

 

 

 

 

 

CURRENT TEACHING

 

Office hours  (January 17, 2012 – April 26, 2012)

Tuesday, Thursday  9:00 – 10:00 am  

Room 315, Smith Hall

Email :  shelstad

 

Classes  (Spring 2012)

21:640:452:01 Abstract Algebra II    Blackboard  log

21:640:238:Q1 Foundations of Modern Math    Blackboard  log

21:640:494:01 Individual Study in Math

 

Recent teaching

Fall 2011: 21:640:451:01 Abstract Algebra I   log

Spring 2011: 26:645:632:01 Algebra II

Spring 2011: 21:640:238:Q1 Foundations of Modern Math

Fall 2010: 26:645:631:01 Algebra I

Spring 2010: 21:640:238:Q1  Foundations of Modern Math

Spring 2010: 21:640:312:01  Advanced Calculus II

Spring 2010, Individual Study: 21:640:238 (2), 21:640:493

Fall 2009: 21:640:238:Q1  Foundations of Modern Math

Spring 2009: 21:640:238:Q1  Foundations of Modern Math 

Spring 2009: 21:640:312:01  Advanced Calculus II 

Spring 2009, Individual Study: 21:640:494:01, 26:xxx:800:01

 

 

 

 

Campus status

 

TT weather  TZB - GSP webcams 

LC calendar  seminars

 

 

 

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