Salta al contenuto principale
Ricerc@Sapienza
Toggle navigation
Home
Login
Home
Persone
riccardo.salvatimanni@uniroma1.it
Riccardo Salvati Manni
Professore Ordinario
Struttura:
DIPARTIMENTO DI MATEMATICA
E-mail:
riccardo.salvatimanni@uniroma1.it
Pagina istituzionale corsi di laurea
Curriculum Sapienza
Pubblicazioni
Titolo
Pubblicato in
Anno
Universally irreducible subvarieties of Siegel moduli spaces
JOURNAL FÜR DIE REINE UND ANGEWANDTE MATHEMATIK
2024
Differentiating Siegel modular forms and the moving slope of \A_g
INTERNATIONAL MATHEMATICS RESEARCH NOTICES
2023
Harmonic theta series and the kodaira dimension of a6
ALGEBRA & NUMBER THEORY
2021
An explicit solution to the weak Schottky problem
ALGEBRAIC GEOMETRY
2021
2-torsion points on theta divisors
INTERNATIONAL MATHEMATICS RESEARCH NOTICES
2021
On frobenius’ theta formula
SYMMETRY, INTEGRABILITY AND GEOMETRY: METHODS AND APPLICATIONS
2020
The Gauss map and secants of the Kummer variety
BULLETIN OF THE LONDON MATHEMATICAL SOCIETY
2019
On the variety associated to the ring of theta constants in genus 3
AMERICAN JOURNAL OF MATHEMATICS
2019
Vector-valued modular forms on a three-dimensional ball
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
2018
Torsion points on theta divisors
PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
2017
Plane quartics: the universal matrix of bitangents
ISRAEL JOURNAL OF MATHEMATICS
2017
Vector-valued modular forms and the Gauss map
DOCUMENTA MATHEMATICA
2017
Octavic theta series
THE ASIAN JOURNAL OF MATHEMATICS
2017
The Gopel Variety
EXPERIMENTAL MATHEMATICS
2017
Parameterization of the box variety by theta functions
MICHIGAN MATHEMATICAL JOURNAL
2016
Some ball quotients with a Calabi--Yau model
PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
2015
On the Coble quartic
AMERICAN JOURNAL OF MATHEMATICS
2015
On the Coble quartic and Fourier-Jacobi expansion of theta relations
INTERNATIONAL JOURNAL OF MATHEMATICS
2015
Vector valued hermitian and quaternionic modular forms
KYOTO JOURNAL OF MATHEMATICS
2015
Basic vector valued Siegel modular forms of genus two
OSAKA JOURNAL OF MATHEMATICS
2015
Progetti di Ricerca
Spazi di moduli: aspetti globali , locali e infinitesimali
© Università degli Studi di Roma "La Sapienza" - Piazzale Aldo Moro 5, 00185 Roma