Department of Mathematics

Kyoto University

Kyoto 606-8502, Japan

- [pdf] Periods of automorphic forms: the case of (U
_{n+1}× U_{n}, U_{n}) (with Shunsuke Yamana). - The Gross-Prasad conjecture and local theta correspondence (with Wee Teck Gan).
- On the formal degrees of square-integrable representations of odd special orthogonal and metaplectic groups (with Erez Lapid and Zhengyu Mao).

- On the regularized Siegel-Weil formula. J. Reine Angew. Math.
**539**(2001), 201--234. - On the local theta correspondence and
*R*-groups. Compos. Math.**140**(2004), no. 2, 301--316. - A regularized Siegel-Weil formula for unitary groups. Math. Z.
**247**(2004), no. 2, 241--277. - Pullbacks of Saito-Kurokawa lifts. Invent. Math.
**162**(2005), no. 3, 551--647. - On the Siegel-Weil formula for unitary groups. Math. Z.
**255**(2007), no. 4, 721--729. - Formal degrees and adjoint γ-factors (with Kaoru Hiraga and Tamotsu Ikeda). J. Amer. Math. Soc.
**21**(2008), no. 1, 283--304. Correction. - On Maass lifts and the central critical values of triple product
*L*-functions (with Tamotsu Ikeda). Amer. J. Math.**130**(2008), no. 1, 75--114. - Trilinear forms and the central values of triple product
*L*-functions. Duke Math. J.**145**(2008), no. 2, 281--307. - On the periods of automorphic forms on special orthogonal groups and the Gross-Prasad conjecture (with Tamotsu Ikeda). Geom. Funct. Anal.
**19**(2010), no. 5, 1378--1425. - On endoscopy and the refined Gross-Prasad conjecture for (SO
_{5}, SO_{4}) (with Wee Teck Gan). J. Inst. Math. Jussieu**10**(2011), no. 2, 235--324. - On the Kottwitz-Shelstad normalization of transfer factors for automorphic induction for GL
_{n}(with Kaoru Hiraga). Nagoya Math. J.**208**(2012), 97--144. - On the Voronoĭ formula for GL(n) (with Nicolas Templier). Amer. J. Math.
**135**(2013), no. 1, 65--101. - Formal degrees and local theta correspondence (with Wee Teck Gan). Invent. Math.
**195**(2014), no. 3, 509--672. - [pdf] Periods of automorphic forms: the case of (GL
_{n+1}× GL_{n}, GL_{n}) (with Shunsuke Yamana). Compos. Math., to appear.

Last modified: September 25, 2014