Kitaoka , Dirichlet series in the theory of Siegel modular forms , Nagoya Math. MR 86b Zbl MR 49 Zbl Mizumoto , Poles and residues of standard L-functions attached to Siegel modular forms , Math. MR 93b Zbl MR 93a Zbl MR 95j Zbl Rallis , A new way to get Euler products , J. MR 90c Zbl Schmidt , P-adic measures attached to automorphic representations of G1 3 , Invent.
MR 90f Zbl Shimura , On the Fourier coefficients of modular forms of several variables , Nachr. MR 58 Zbl Shimura , The special values of the zeta functions associated with cusp forms , Comm. Pure Appl. MR 55 Zbl Shimura , Arithmetic of differential operators on symmetric domains , Duke Math. MR 86m Zbl Shimura— , Confluent hypergeometric functions on tube domains , Math. MR 84f Zbl MR 84k Zbl Shimura , On differential operators attached to certain representations of classical groups , Invent. MR 86c Zbl Shimura , Differential operators and the singular values of Eisenstein series , Duke Math.
MR 85h Zbl Shimura , On Eisenstein series of half-integral weight , Duke Math. MR 87g Zbl Shimura , On a class of nearly holomorphic automorphic forms , Annals of Math. MR 88ba Zbl Shimura , Nearly holomorphic functions on hermitian symmetric spaces , Math. MR 89b Zbl Shimura , Invariant differential operators on hermitian symmetric spaces , Annals of Math. MR 91i Zbl MR 95k Zbl Sturm , The critical values of zeta functions associated to the symplectic group , Duke Math.
MR 83c Zbl Tamagawa , On the zeta functions of a division algebra , Annals of Math. MR 26 Zbl Journal of Number Theory , pp. On CAP representations for even orthogonal groups I: a correspondence of unramified representations. Chinese Annals of Math. Ginzburg and D. Periods and relations to the Arthur and Langlands transfers. Manuscripta Math. Towards the Jacquet conjecture on the local converse problem for p-adic GL n. Nien and S.
Arthur parameters and cuspidal automorphic modules of classical groups. Automorphic integral transforms for classical groups I: endoscopy correspondences. Automorphic Forms: L-functions and related geometry: assessing the legacy of I. On Fourier coefficients of automorphic forms of GL n. Notices, Vol. Poles of certain residual Eisenstein series of classical groups.
Poles and residues of Eisenstein series for symplectic and unitary groups
Pacific J. Generalized Shalika models of p-adic SO 4n and functoriality. Vanishing of quasi-invariant generalized functions. On local descent from GL n to classical groups. Prasad and D. Ramakrishnan with D. Soudry localdescent. Some conjectures on endoscopic representations in odd orthogonal groups.
Soudry ijm IMRN , no. Construction of endoscopy transfers for classical groups Oberwolfach Notes March Oberwolfach L-functions for symplectic groups using Fourier-Jacobi models. Arithmetic geometry and automorphic forms, , Adv. ALM , 19, Int.
Pacific Journal of Mathematics
Press, Poles of L-functions and theta liftings for orthogonal groups, II. On certain L-functions, , Clay Math. Uniqueness of the Ginzburg-Rallis models: the archimedean case. Uniqueness of Bessel models: the archimedean case. Symplectic supercuspidal representations and related problems. On symplectic supercuspidal representations of GL 2n over p-adic fields. Period integrals, poles of L-functions and liftings.
Journal of the Institute of Math. Models for certain residual representations of unitary groups.
Selected Work of Dihua Jiang
Residues of Eisenstein series and related problems. Eisenstein Series and Applications. Progress in Math, , , Fourier coefficients of the residues of certain Eisenstein series of symplectic groups. Local Shalika models and functoriality.
- Batman and Philosophy: The Dark Knight of the Soul (The Blackwell Philosophy and Pop Culture Series Book 9);
- Silvio Scionti: Remembering a Master Pianist and Teacher.
- mathematics and statistics online.
- If Your Adolescent Has Schizophrenia: An Essential Resource for Parents.
- Recent Advances in Intelligent Engineering Systems.
On the Langlands functoriality for automorphic forms. Advances in Math China Vol. Compositio Math. Volume Part 3 May , cm Reine Angew. On the discrete spectrum of automorphic forms. I, , Hangzhou, December, lecture iccm4. On multiplicity one theorem for generic cuspidal automorphic representations of GSp 4. Periods of automorphic forms. Studies in Advanced Mathematics, Vol 39, , Residues of Eisenstein series and generalized Shalika models for SO 4n. Nonvanishing of the central value of the Rankin-Selberg L-functions.
Periods and distribution of cycles on Hilbert modular varieties. Pure and Applied Mathematics Quarterly, 2 1 , On local gamma factors.