Curriculum Vitae
Curriculum Vitae Link
Education

PhD, University of Hamburg, 1998
Major: Mathematics
Current Scheduled Teaching
MATH 6510.001  Topics in Algebra  Spring 2025 


MATH 6950.702  Doctoral Dissertation  Fall 2024 


Texas Education Code 51.974 (HB 2504) requires each institution of higher education to make available to the public, a syllabus for undergraduate lecture courses offered for credit by the institution.
Previous Scheduled Teaching
MATH 6950.730  Doctoral Dissertation  Spring 2024 


MATH 5530.001  Modern Algebra  Spring 2024 

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MATH 6900.709  Special Problems  Spring 2024 


MATH 6950.711  Doctoral Dissertation  Fall 2023 


MATH 5520.001  Modern Algebra  Fall 2023 

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MATH 5900.706  Special Problems  Spring 2023 


MATH 5910.702  Special Problems  Spring 2023 


MATH 5910.705  Special Problems  Spring 2023 


MATH 6510.001  Topics in Algebra  Spring 2023 

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MATH 4520.001  Introduction to Functions of a Complex Variable  Fall 2022 
Syllabus

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MATH 5400.002  Introduction to Functions of a Complex Variable  Fall 2022 

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MATH 5900.719  Special Problems  Fall 2022 


MATH 6700.001  Selected Topics in Advanced Mathematics  Spring 2022 

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MATH 5910.702  Special Problems  Spring 2022 


MATH 5520.001  Modern Algebra  Fall 2021 
Syllabus

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MATH 4900.702  Special Problems  Fall 2021 


MATH 5900.726  Special Problems  Fall 2021 


MATH 5900.705  Special Problems  Spring 2021 


MATH 6510.001  Topics in Algebra  Spring 2021 

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MATH 3000.002  Real Analysis I  Fall 2020 
Syllabus

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MATH 5900.703  Special Problems  Fall 2020 


MATH 5120.001  Introduction to Analysis  Spring 2020 


MATH 5110.001  Introduction to Analysis  Fall 2019 

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Texas Education Code 51.974 (HB 2504) requires each institution of higher education to make available to the public, a syllabus for undergraduate lecture courses offered for credit by the institution.
Published Intellectual Contributions
 Ryan, N.C., Tornaría, G., Schmidt, R. (2016). Formulas for central values of twisted spin Lfunctions attached to paramodular forms. Other. 85 (298) 907–929. http://dx.doi.org/10.1090/mcom/2988
 Böcherer, S., Schmidt, R. (2005). On the Hecke operator U(p). Other. 45 (4) 807–829.
 Schmidt, R., JohnsonLeung, J., Roberts, B. (2024). Stable Klingen Vectors and Paramodular Newforms. 2342 xvii + 362 pp.. Springer Lecture Notes in Mathematics.
 Roberts, B., Schmidt, R. (2007). Local newforms for GSp(4). 1918 viii+307. Springer, Berlin. http://dx.doi.org/10.1007/9783540733249
 Berndt, R., Schmidt, R. (1998). Elements of the representation theory of the Jacobi group. xiv+213. Birkhäuser/Springer Basel AG, Basel. http://dx.doi.org/10.1007/9783034802833
 Roberts, B., Schmidt, R. (2011). On the number of local newforms in a metaplectic representation. Arithmetic geometry and automorphic forms. 19 505–530. Int. Press, Somerville, MA.
 Roberts, B., Schmidt, R. (2006). On modular forms for the paramodular groups. Automorphic forms and zeta functions. 334–364. World Sci. Publ., Hackensack, NJ. http://dx.doi.org/10.1142/9789812774415_0015!!!
 Schmidt, R., Pitale, A., Saha, A. (2017). A note on the growth of nearly holomorphic vectorvalued Siegel modular forms. Lfunctions and Automorphic Forms.
 Schmidt, R., Pitale, A., Saha, A. (2015). Representations of SL(2,R) and nearly holomorphic modular forms. Other. 1973 141153. Research Institute for Mathematical Sciences, Kyoto University. http://www.kurims.kyotou.ac.jp/~kyodo/kokyuroku/contents/1973.html
 Schmidt, R., Roy, M., Yi, S. (2023). Dimension formulas for Siegel modular forms of level 4. Other. 69 759840.
 Schmidt, R., Pitale, A., Saha, A., Horinaga, S. (2022). The special values of the standard Lfunctions for GSp_{2n} × GL_{1}. Transactions of the American Mathematical Society. 375 (10) 6947–6982.
 Schmidt, R., Pitale, A., Saha, A. (2021). Integrality and cuspidality of pullbacks of nearly holomorphic Siegel Eisenstein series. Other. 66 405434.
 Schmidt, R., Pitale, A., Saha, A. (2021). Lowest weight modules of Sp_4(R) and nearly holomorphic Siegel modular forms. Other. 61 745814.
 Schmidt, R., Roy, M., Yi, S. (2021). On counting cuspidal automorphic representations for GSp(4). Forum Mathematicum. 33 (3) 821843.
 Schmidt, R. (2020). Paramodular forms in CAP representations of GSp(4). Acta Arithmetica. 194 319340.
 Schmidt, R., Pitale, A., Saha, A. (2020). On the standard Lfunction for GSp_{2n} \times GL_1 and algebraicity of symmetric fourth Lvalues for GL_2. Other.
 Schmidt, R., Dickson, M., Pitale, A., Saha, A. (2020). Explicit refinements of Bocherer’s conjecture for Siegel modular forms of squarefree level. Journal of the Mathematical Society of Japan. 72 (1) 251301.
 Schmidt, R., Shukla, A. (2019). On Klingen Eisenstein series with level in degree two. Other. 34 (3)
 Schmidt, R., Poor, C., Yuen, D.S. (2019). Paramodular forms of level 16 and supercuspidal representations. Moscow Journal of Combinatorics and Number Theory. 8 (4)
 Pitale, A., Schmidt, R., Farmer, D., Ryan, N. (2019). Analytic Lfunctions: Definitions, Theorems, and Connections. Other.
 Schmidt, R., Poor, C., Yuen, D.S. (2018). Paramodular forms of level 8 and weights 10 and 12. Other. 14 417467.
 Schmidt, R., Turki, S. (2018). Triply imprimitive representations of GL(2). Other. 146 971981.
 Schmidt, R., Tran, L. (2018). Zeta integrals for GSp(4) via Bessel models. Other. 296 437–480.
 Schmidt, R. (2017). Archimedean aspects of Siegel modular forms of degree 2. Other.
 Stewart, S., Schmidt, R. (2017). Accommodation in the formal world of mathematical thinking. Other. 48 (1) 4049.
 Schmidt, R. (2017). Packet structure and paramodular forms. Transactions of the American Mathematical Society.
 Schmidt, R., Pitale, A., Saha, A. (2017). Local and global Maass relations. Other. 2017 123.
 Roberts, B., Schmidt, R. (2016). Some results on Bessel functionals for GSp(4). Other. 21 467–553.
 Schmidt, R., Pitale, A. (2014). Bessel models for GSp(4): Siegel vectors of squarefree level. Other. 136 134164.
 Schmidt, R., Pitale, A., Saha, A. (2014). Transfer of Siegel cusp forms of degree 2. Other. 232 (1090) 109.
 Narita, H., Pitale, A., Schmidt, R. (2013). Irreducibility criteria for local and global representations. Other. 141 (1) 55–63. http://dx.doi.org/10.1090/S000299392012114388
 Farmer, D.W., Pitale, A., Ryan, N.C., Schmidt, R. (2013). Survey article: Characterizations of the SaitoKurokawa lifting. Other. 43 (6) 1747–1757. http://dx.doi.org/10.1216/RMJ20134361747
 Saha, A., Schmidt, R. (2013). Yoshida lifts and simultaneous nonvanishing of dihedral twists of modular $L$functions. Other. 88 (1) 251–270. http://dx.doi.org/10.1112/jlms/jdt008
 Farmer, D.W., Ryan, N.C., Schmidt, R. (2011). Testing the functional equation of a highdegree Euler product. Other. 253 (2) 349–366. http://dx.doi.org/10.2140/pjm.2011.253.349
 Schmidt, R. (2009). A remark on a paper of Ibukiyama and Skoruppa. Other. 79 (2) 189–191. http://dx.doi.org/10.1007/s121880090026z
 Pitale, A., Schmidt, R. (2009). Bessel models for lowest weight representations of GSp(4,R). Other. (7) 1159–1212.
 Pitale, A., Schmidt, R. (2009). Integral representation for Lfunctions for GSp_4 x GL_2. Other. 129 (6) 1272–1324. http://dx.doi.org/10.1016/j.jnt.2009.01.017
 Pitale, A., Schmidt, R. (2009). Ramanujantype results for Siegel cusp forms of degree 2. Other. 24 (1) 87–111.
 Asgari, M., Schmidt, R. (2008). On the adjoint Lfunction of the padic GSp(4). Other. 128 (8) 2340–2358. http://dx.doi.org/10.1016/j.jnt.2007.08.012
 Pitale, A., Schmidt, R. (2008). Sign changes of Hecke eigenvalues of Siegel cusp forms of degree 2. Other. 136 (11) 3831–3838. http://dx.doi.org/10.1090/S0002993908093647
 Schmidt, R. (2007). On classical SaitoKurokawa liftings. Other. 604 211–236. http://dx.doi.org/10.1515/CRELLE.2007.024
 Schmidt, R. (2005). Iwahorispherical representations of GSp(4) and Siegel modular forms of degree 2 with squarefree level. Other. 57 (1) 259–293. http://projecteuclid.org/euclid.jmsj/1160745825
 Schmidt, R. (2005). The SaitoKurokawa lifting and functoriality. Other. 127 (1) 209–240. http://muse.jhu.edu/journals/american_journal_of_mathematics/v127/127.1schmidt.pdf!!!
 Schmidt, R. (2003). On the spin Lfunction of Ikeda’s lifts. Other. 52 (1) 1–46.
 Schmidt, R. (2002). On the Archimedean Euler factors for spin $L$functions. Other. 72 119–143. http://dx.doi.org/10.1007/BF02941668
 Schmidt, R. (2002). Some remarks on local newforms for GL(2). Other. 17 (2) 115–147.
 Schmidt, R. (2001). Local newforms with global applications in the Jacobi theory. Other. 86 (2) 253–283. http://dx.doi.org/10.1006/jnth.2000.2575
 Asgari, M., Schmidt, R. (2001). Siegel modular forms and representations. Other. 104 (2) 173–200. http://dx.doi.org/10.1007/PL00005869
 Schmidt, R. (1999). On old and new Jacobi forms. Other. 79 (1) 29–57. http://dx.doi.org/10.1006/jnth.1999.2423
 Schmidt, R. (1998). Spherical representations of the Jacobi group. Other. 68 273–296. http://dx.doi.org/10.1007/BF02942566
Contracts, Grants and Sponsored Research
 Keaton, R. (Principal), Schmidt, R. (CoPrincipal), "Automorphic Forms Workshop 2017," sponsored by U.S. Department of Defense, National Security Agency, Federal, Funded. (2017  2017).
 Schmidt, R. (Principal), Martin, K.L. (CoPrincipal), Pitale, A. (CoPrincipal), "Collaborative Research: TexasOklahoma Representations and Automorphic Forms (TORA)," sponsored by National Science Foundation, Federal, Funded. (2013  2015).
 Schmidt, R., "Computational Aspects of the Langlands Program," sponsored by ICERM, Federal, Funded. (2015  2015).
 Schmidt, R. (Principal), "New theoretical and computational methods for Siegel modular forms," sponsored by Simons Foundation, Private, $30000 Funded. (2019  2024).
 Pitale, A. (Principal), Martin, K.L. (CoPrincipal), Schmidt, R. (CoPrincipal), "Collaborative Research: TexasOklahoma Representations and Automorphic Forms (TORA)," sponsored by National Science Foundation, Federal, $13000 Funded. (2016  2018).
 Richter, O.K. (Principal), Schmidt, R. (Principal), "Lifts and congruences of automorphic forms," sponsored by Simons Foundation, FOND, Funded. (2021  2026).
 Allaart, P. (Principal), Schmidt, R. (Principal), "Noninteger base expansions and multifractal analysis," sponsored by Simons Foundation, FOND, Funded. (2020  2025).
 Krueger, J.E. (Principal), Schmidt, R. (Principal), "Forcing and Consistency Results," sponsored by Simons Foundation, FOND, Funded. (2019  2024).
 Schmidt, R. (Principal), "New theoretical and computational methods for Siegel modular forms," sponsored by Simons Foundation, FOND, Funded. (2019  2024).
 Urbanski, M. (Principal), Schmidt, R. (Principal), "Random and Conformal Dynamical Systems," sponsored by Simons Foundation, FOND, Funded. (2018  2023).
 Conley, C.H. (Principal), Schmidt, R. (Principal), "Contact Schwarzians, Extremal Projectors, and Infinitesimal Characters," sponsored by Simons Foundation, FOND, Funded. (2017  2022).
 Shepler, A.V. (Principal), Schmidt, R. (Principal), "Deformations," sponsored by Simons Foundation, FOND, Funded. (2016  2022).
 Richter, O.K. (Principal), Schmidt, R. (Principal), "RealAnalytic Automorphic Forms and Applications," sponsored by Simons Foundation, FOND, Funded. (2016  2022).
 Pitale, A. (Principal), Martin, K.L. (CoPrincipal), Schmidt, R. (CoPrincipal), "Collaborative Research: TexasOklahoma Representations and Automorphic Forms (TORA)," sponsored by National Science Foundation, Federal, Funded. (2016  2018).