### Complete Bibliography

#### Works connected to ~~Anne-Marie Aubert~~

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The Hecke algebra of a reductive __\( p \)__-adic group: A geometric conjecture,”
pp. 1–34
in
Noncommutative geometry and number theory: Where arithmetic meets geometry and physics
(Bonn, Germany, August 2003 and June 2004).
Edited by C. Consani and M. Marcolli.
Aspects of Mathematics 37.
Vieweg (Wiesbaden, Germany),
2006.
MR
2327297
Zbl
1120.14001
incollection

Geometric structure in the representation theory of __\( p \)__-adic groups,”
C. R. Math. Acad. Sci. Paris
345 : 10
(2007),
pp. 573–578.
Part II was published in *Harmonic analysis on reductive,* __\( p \)__-*adic groups* (2011), but with “reductive” in the title.
MR
2374467
Zbl
1128.22009
article

Geometric structure in the principal series of the __\( p \)__-adic group __\( \textrm{G}_2 \)__,”
Represent. Theory
15
(2011),
pp. 126–169.
MR
2772586
Zbl
1268.22015
article

Geometric structure in the representation theory of reductive __\( p \)__-adic groups, II,”
pp. 71–90
in
Harmonic analysis on reductive, __\( p \)__-adic groups
(San Francisco, 16 January 2010).
Edited by R. S. Doran, P. J. Sally, Jr., and L. Spice.
Contemporary Mathematics 543.
American Mathematical Society (Providence, RI),
2011.
Part I was published in *C. R. Math. Acad. Sci. Paris* **345**:10 (2007), doesn’t include “reductive” in title.
MR
2798423
Zbl
1246.22019
incollection

Geometric structure and the local Langlands conjecture. Preprint, 2012. ArXiv 1211.0180 techreport

:Geometric structure in smooth dual and local Langlands conjecture,” Jpn. J. Math. 9 : 2 (September 2014), pp. 99–136. Expository article based on the Takagi lectures. MR 3258616 Zbl 1371.11097 article

: “On the local Langlands correspondence for non-tempered representations,” Münster J. Math. 7 : 1 (2014), pp. 27–50. Dedicated to Peter Schneider on the occasion of his 60th birthday. MR 3271238 Zbl 06382808 ArXiv 1303.0828 article

: “
Geometric structure for the principal series of a split reductive __\( p \)__-adic group with connected centre,”
J. Noncommut. Geom.
10 : 2
(2016),
pp. 663–680.
MR
3519048
Zbl
1347.22013
article

The local Langlands correspondence for inner forms of __\( \mathrm{SL}_n \)__,”
Res. Math. Sci.
3
(2016).
paper no. 32.
MR
3579297
Zbl
06663301
article

Depth and the local Langlands correspondence,” pp. 17–41 in Arbeitstagung Bonn 2013: In memory of Friedrich Hirzebruch (Bonn, Germany, 22–28 May 2013). Edited by W. Ballmann, C. Blohmann, G. Faltings, P. Teichner, and D. Zagier. Progress in Mathematics 319. Birkhäuser/Springer International (Cham, Switzerland), 2016. MR 3618046 Zbl 06748683 incollection

: “
Hecke algebras for inner forms of __\( p \)__-adic special linear groups,”
J. Inst. Math. Jussieu
16 : 2
(2017),
pp. 351–419.
MR
3615412
Zbl
06704330
article

The principal series of __\( p \)__-adic groups with disconnected center,”
Proc. Lond. Math. Soc. (3)
114 : 5
(2017),
pp. 798–854.
MR
3653247
Zbl
06778792
article

Conjectures about __\( p \)__-adic groups and their noncommutative geometry,”
pp. 15–51
in
Around Langlands correspondences
(Orsay, France, 17–20 June 2015).
Edited by F. Brumley, M. P. Gómez Aparicio, and A. Minguez.
Contemporary Mathematics 691.
American Mathematical Society (Providence, RI),
2017.
MR
3666049
ArXiv
1508.02837
incollection

Smooth duals of inner forms of __\( \mathrm{ GL}_n \)__ and __\( \mathrm{
SL}_n \)__,”
Doc. Math.
24
(2019),
pp. 373–420.
MR
3960124
article