Professor of Mathematics

East Carolina University,
Greenville NC 27858-4353

Office: Austin 214

Phone: (252) 328-1897. Email:
username *jantzenc*
at domain *ecu.edu*

**Publications:**

Degenerate principal
series for symplectic groups, *Mem. Amer. Math. Soc*., **488**(1993),
1-111.

Degenerate
principal series for orthogonal groups, *J.
reine angew.** Math*., **441**(1993), 61-98.

On
the Iwahori-Matsumoto involution and applications, *Ann. Sci. École
Norm.** Sup*., **28**(1995), 527-547.

Some
remarks on degenerate principal series, *Pacific
J. Math*., **186**(1998), 67-87.

(joint
with Henry Kim) Parameterization of the image of normalized intertwining operators,
*Pacific J. Math*., **199**(2001), 367-415.

(joint
with Dubravka Ban) The
Langlands classification for non-connected *p*-adic groups,
*Israel J. Math*., **126**(2001), 239-261.

(joint
with Dubravka Ban) The Langlands classification for non-connected *p*-adic groups
II: Multiplicity one, *Proc. Amer. Math.
Soc*., **131**(2003), 3297-3304.

(joint
with Dubravka Ban) Degenerate principal series for even orthogonal groups, *Represent.** Theory*, **7**(2003),
440-480.

(joint
with Dubravka Ban) Duality and the normalization of standard intertwining operators, *Manuscripta** Math*., **115**(2004), 401-415.

Representations of *p*-adic general
linear groups, *Represent.
Theory*, **11**(2007), 45-83.

(joint
with Dubravka Ban) On R-groups in the
nontempered case, *Int.
Math Res. Not*., **2007**, article
ID: rmn059, 29 pages, doi:10.1093/imrn/rmn059.

(joint
with Dubravka Ban) Jacquet modules
and the Langlands classification, *Michigan Math.** J*., **56**(2008), 637-653.

(joint
with Seungil Choi) Degenerate principal series for exceptional *p*-adic groups of type *F*₄,
*J. Lie Theory*, **20**(2010), 785-806.

(joint with Marcela Hanzer) A method of
proving nonunitarity of representations of *p*-adic groups
II, J*. Lie Theory*, **22**(2012), 1109-1124.

(joint
with Dubravka Ban), The Langlands quotient theorem for finite central extensions of
*p*-adic
groups, *Glasnik** Mat*., **48**(2013), 313-334.

Tempered representations for classical *p*-adic groups, *Manuscripta** Math*., **145**(2014),
319-387.

(joint
with Baiying Liu) The generic dual
of *p*-adic
split *SO_{2n}*
and local Langlands parameters, *Israel
J. Math*., **204**(2014), 199-260.

(joint
with Dubravka Ban) The Langlands quotient theorem for finite central extensions of
*p*-adic
groups II: Intertwining operators and duality, *Glasnik** Mat*., **51**(2016),
153-163.

Duality for
classical *p*-adic
groups: the half-integral case, preprint (37 pages).

Last update: June 29, 2017