RECENT PREPRINTS
Tempered endoscopy for real groups I: geometric transfer with canonical factors.
Contemporary Math, Vol. 472 (2008), pp. 215 – 246.
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/ 2010, 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. here
Preprint (remark added, p. 48) pdf
Examples in endoscopy for real groups.
Notes for talks,
Galois representations and Shimura varieties, 59 pp. pdf
A note on real endoscopic transfer and pseudo-coefficients.
Preprint (preliminary version, Nov 2010), 6 pp. pdf
Some results on endoscopic transfer.
Notes for Banff 2011 workshop on L-packets, 18 pp. pdf Another abstract pdf
On geometric transfer in real twisted endoscopy.
Annals of Math, Vol. 176 (2012), pp. 1919 – 1985. here
Preprint (version of May 2012) pdf
On splitting invariants and sign conventions in endoscopic transfer.
With R. Kottwitz.
Preprint, Jan 2012, 19 pp. pdf Also arxiv eprint here
On the structure of endoscopic transfer factors.
Preprint (submitted June 2014, prelim. version posted July 2012), 21 pp. pdf
On elliptic factors in real endoscopic transfer.
In preparation; expanded version of part of "On spectral transfer factors in
real twisted endoscopy" (preprint, May 2011, 34 pp., available on request)
Some slides for recent talks:
here, Oct 2012: pdf here, May 2013: pdf May 2014: pdf here *
* slide 15: normalize integrals with |D|1/2
OLDER PREPRINTS and LINKS
Foundations of Twisted Endoscopy
Astérisque, Vol. 255, 1999.
With R. Kottwitz.
Preprint, 180 pp. pdf Errata (January 2012): see 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, Vol. 110 (1984), pp. 397 – 415. here
Orbital integrals, endoscopic groups and L-indistinguishability for real groups.
Journées Automorphes, Publ. Math. Univ.
Preprint pdf
Embeddings of L-groups.
Canad. J. Math, Vol. 33 (1981), pp. 513 – 558.
Orbital integrals for GL2(R).
Proc. Sympos. Pure Math, Vol. 33.1 (1979), pp. 107 – 110. pdf
Notes on L-indistinguishability (based on a lecture of R. Langlands).
Proc. Sympos. Pure Math, Vol. 33.2 (1979), pp. 193 – 203. pdf
Some character relations for real reductive algebraic groups.
Thesis, 58 pp. pdf
" ... had proven in her thesis many pretty results on real groups."
Corvallis proceedings, part 2, p. 162.
Other papers: either reprint is freely available online here or here or here
or if joint with R. Langlands then there is a coauthor preprint here
CURRENT TEACHING
Office hours resume September 2, 2014
Fall 2014 office hours:
Tuesday, Thursday 9:00 – 9:50 am
Room 315, Smith Hall
Phone: please use email
Email: shelstad
Fall 2014 classes
26:645:631:01 Algebra I TTh 10:00 – 11:20 am Blackboard
21:640:491:Q1 Math Seminar* TTh 11:30 – 12:50 pm Blackboard
*same topic, with different exercises, as Spring 2013 seminar; see info below
Recent teaching assignments
Spring 2014: 21:640:156:01 Honors Calculus II
Fall 2013: 21:640:155:01 Honors Calculus I
Fall 2013: 26:645:736:01 Adv Tpcs - Rep Theory
Fall 2013, Individual Study: 21:640:494:01
Spring 2013: 26:645:632:01 Algebra II
Spring 2013: 21:640:492:Q1 Math Seminar info
Spring 2013, Individual Study: For Honors College 21:525:498:01
Fall 2012: 26:645:631:01 Algebra I
Fall 2012, Individual Study: For Honors College 21:525:497:01
Spring 2012: 21:640:452:01 Abstract Algebra II log
Spring 2012: 21:640:238:Q1 Foundations of Modern Math log
Spring 2012, Individual Study: 21:640:494:01
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
Recent Part C (back of sheet) comments from SIRS: pdf
Academic Integrity Policy (pdf) Campus status
OTHER
