Výsledky vyhledávání - "MODULAR forms"

Dimension formulas for spaces of vector-valued Siegel modular forms of degree 2 and level 2

Autoři: Bergström, Jonas Cléry, Fabien

Zdroj: Publicacions matemàtiques. 69(2):367-388

Témata: degree 2, dimension formulas, level 2, moduli space of abelian surfaces, Siegel modular forms, vector-valued modular forms

Popis souboru: print

Přístupová URL adresa: https://urn.kb.se/resolve?urn=urn:nbn:se:su:diva-246176
https://doi.org/10.5565/PUBLMAT6922505

A classification of polyharmonic Maaß forms via quiver representations

Autoři: Alfes, Claudia Burban, I. Raum, Martin

Zdroj: Real-analytiska ortogonala modulära former som genererande serier Journal of Algebra. 661:713-756

Témata: Kronecker limit formula, Polyharmonic Maaß forms, Mock modular forms, Gelfand quiver, Harish-Chandra modules

Popis souboru: electronic

Přístupová URL adresa: https://research.chalmers.se/publication/542905
https://research.chalmers.se/publication/542905/file/542905_Fulltext.pdf

K3 SURFACES AND ORTHOGONAL MODULAR FORMS.

Autoři: CLINGHER, ADRIAN MALMENDIER, ANDREAS WILLIAMS, BRANDON

Zdroj: Nagoya Mathematical Journal. Dec2025, Vol. 260 Issue 6, p687-727. 41p.

Témata: *MODULAR forms, *PICARD number, *ALGEBRAIC surfaces, *ELLIPTIC curves, *REFERENCE sources, *ALGEBRAIC geometry, *MODULI theory, *AUTOMORPHISM groups

Ibukiyama correspondences on automorphic forms on [formula omitted] and [formula omitted] generating large discrete series representations at the real place.

Autoři: Ishimoto, Hiroshi¹ (AUTHOR) ishimoto.hiroshi.55m@gmail.com

Zdroj: Journal of Number Theory. Dec2025, Vol. 277, p63-104. 42p.

Témata: *AUTOMORPHIC forms, *MODULAR forms, *MODULAR groups, *INTEGRALS

A conjecture of Zagier and the value distribution of quantum modular forms.

Autoři: Aistleitner, Christoph Borda, Bence

Zdroj: Journal of the European Mathematical Society (EMS Publishing). 2025, Vol. 27 Issue 12, p5043-5092. 50p.

Témata: *MODULAR forms, *MODULAR groups, *ASYMPTOTIC analysis, *LOGICAL prediction, *POLYNOMIALS

A modular framework for functions of Knopp and indefinite binary quadratic forms.

Autoři: Bringmann, Kathrin Mono, Andreas

Zdroj: Communications in Contemporary Mathematics. Nov2025, p1. 32p.

Témata: *MODULAR forms, *QUADRATIC forms, *MODULES (Algebra), *HARMONIC functions

Congruences like Atkin's for generalized Frobenius partitions.

Autoři: Ahlgren, Scott Andersen, Nickolas Dicks, Robert

Zdroj: Bulletin of the London Mathematical Society. Nov2025, p1. 17p.

Témata: *PARTITION functions, *MODULAR forms, *CONGRUENCE lattices, *CUSP forms (Mathematics), *NUMBER theory, *PARTITIONS (Mathematics)

On power sums of Fourier coefficients of cusp forms.

Autoři: Liu, Huafeng Lü, Jingyang

Zdroj: QM - Quaestiones Mathematicae. Nov2025, p1-18. 18p.

Témata: *MODULAR forms, *FOURIER analysis, *ASYMPTOTIC analysis, *MODULAR groups, *NUMBER theory

On the Zeros of the Miller Basis of Cusp Forms.

Autoři: Raveh, Roei¹ (AUTHOR) roeiraveh@mail.tau.ac.il

Zdroj: Research in Number Theory. 10/28/2025, Vol. 11 Issue 4, p1-32. 32p.

Témata: *MODULAR forms, *MATHEMATICAL bounds, *PARAMETERIZATION, *ZERO (The number), *INFINITY (Mathematics), *MATHEMATICS

Character sum, reciprocity, and Voronoi formula.

Autoři: Kwan, Chung‐Hang Leung, Wing Hong

Zdroj: Bulletin of the London Mathematical Society. Oct2025, p1. 27p.

Témata: *MODULAR forms, *VORONOI polygons, *BESSEL functions, *SPECTRAL theory, *COMPUTATIONAL number theory, *RECIPROCITY theorems, *IDENTITIES (Mathematics)

People: WEBER, Max, 1864-1920

Severi Curves of Rational Elliptic Surfaces.

Autoři: Greer, François Helfer, Joseph Sheridan, John

Zdroj: IMRN: International Mathematics Research Notices. Oct2025, Vol. 2025 Issue 20, p1-33. 33p.

Témata: *ELLIPTIC curves, *MODULAR forms, *CUBIC curves, *BISECTORS (Geometry), *INTERSECTION theory

Modular Invariance and Anomaly Cancellation Formulas for Fiber Bundles.

Autoři: Guan, Jianyun Liu, Haiming

Zdroj: Axioms (2075-1680). Oct2025, Vol. 14 Issue 10, p740. 22p.

Témata: *FIBER bundles (Mathematics), *MODULAR forms, *MATHEMATICAL symmetry, *MATHEMATICAL invariants

Specification for a Bestseller: Notes on the Production of a Book of Hours.

Autoři: van der Vlist, Ed¹ (AUTHOR) Ed.vanderVlist@KB.nl

Zdroj: Queeste. 2025, Vol. 32 Issue 1, p130-143. 14p.

Témata: *MODULAR forms, *FIFTEENTH century, *BOOK sales & prices, *PARCHMENT, *NOTEBOOKS

Jacobi forms of weight 1 on Γ0(N).

Autoři: Li, Jialin Wang, Haowu

Zdroj: Journal of the London Mathematical Society. Oct2025, Vol. 112 Issue 4, p1-50. 50p.

Témata: *JACOBI forms, *MODULAR forms, *MATHEMATICAL invariants, *MATHEMATICS

Two properties of symmetric cube transfers of modular forms.

Autoři: Banerjee, Debargha Mandal, Tathagata Mondal, Sudipa

Zdroj: Journal of Number Theory. Oct2025, Vol. 275, p160-195. 36p.

Témata: *MODULAR forms, *PRIME factors (Mathematics)

Tamagawa number conjecture for CM modular forms and Rankin–Selberg convolutions.

Autoři: Castella, Francesc¹ (AUTHOR) castella@ucsb.edu

Zdroj: Proceedings of the London Mathematical Society. Oct2025, Vol. 131 Issue 4, p1-50. 50p.

Témata: *MODULAR forms, *ELLIPTIC curves, *MATHEMATICS theorems, *MATHEMATICAL formulas, *NUMBER theory, *ABELIAN varieties

Non-linear additive twists of GL(2)×GL(2) cusp-form coefficients over primes.

Autoři: Luo, Shu Lü, Guangshi

Zdroj: International Journal of Number Theory. Oct2025, Vol. 21 Issue 9, p2195-2216. 22p.

Témata: *MODULAR forms, *CUSP forms (Mathematics), *AUTOMORPHIC forms, *NONLINEAR analysis, *FOURIER analysis

Periodic sign changes for weakly holomorphic η-quotients.

Autoři: Bringmann, Kathrin Han, Guo-Niu Heim, Bernhard a další

Zdroj: International Journal of Number Theory. Oct2025, Vol. 21 Issue 9, p2111-2139. 29p.

Témata: *MODULAR forms

On Drinfeld modular curves for SL(2).

Autoři: Franklin, Jesse Ho, Sheng-Yang Kevin Papikian, Mihran

Zdroj: International Journal of Mathematics. Oct2025, Vol. 36 Issue 12, p1-35. 35p.

Témata: *ELLIPTIC curves, *MODULAR forms, *MODULAR groups, *COMBINATORICS, *MATHEMATICAL formulas

Congruences modulo powers of 5 for partitions into odd and distinct parts.

Autoři: Tang, Dazhao¹ (AUTHOR) dazhaotang@sina.com

Zdroj: QM - Quaestiones Mathematicae. Oct2025, Vol. 48 Issue 10, p1459-1473. 15p.

Témata: *MODULAR forms, *PARTITIONS (Mathematics), *MATHEMATICAL proofs, *CONGRUENCE lattices, *EXPONENTS