Results 1 to 10 of about 112,607 (232)
Moduli Spaces and Formal Operads [PDF]
Let overline{M}_{g,n} be the moduli space of stable algebraic curves of genus g with n marked points. With the operations which relate the different moduli spaces identifying marked points, the family (overline{M}_{g,n})_{g,n} is a modular operad of ...
Guillen, F. +3 more
core +6 more sources
Finite-dimensional representations of the elliptic modular double [PDF]
We investigate the kernel space of an integral operator M(g) depending on the "spin" g and describing an elliptic Fourier transformation. The operator M(g) is an intertwiner for the elliptic modular double formed from a pair of Sklyanin algebras with the
Derkachov, S. E., Spiridonov, V. P.
core +1 more source
Unimodularity of Invariant Random Subgroups [PDF]
An invariant random subgroup $H \leq G$ is a random closed subgroup whose law is invariant to conjugation by all elements of $G$. When $G$ is locally compact and second countable, we show that for every invariant random subgroup $H \leq G$ there almost ...
Biringer, Ian, Tamuz, Omer
core +3 more sources
Period Matrices of Real Riemann Surfaces and Fundamental Domains [PDF]
For some positive integers $g$ and $n$ we consider a subgroup $\mathbb{G}_{g,n}$ of the $2g$-dimensional modular group keeping invariant a certain locus $\mathcal{W}_{g,n}$ in the Siegel upper half plane of degree $g$.
Giavedoni, Pietro
core +6 more sources
Generalizing the GAGA Principle [PDF]
This paper generalizes the fundamental GAGA results of Serre cite{MR0082175} in three ways---to the non-separated setting, to stacks, and to families.
Alper +35 more
core +1 more source
Permutations of Massive Vacua [PDF]
We discuss the permutation group G of massive vacua of four-dimensional gauge theories with N=1 supersymmetry that arises upon tracing loops in the space of couplings.
Bourget, Antoine, Troost, Jan
core +4 more sources
Upper bound on the number of systems of Hecke eigenvalues for Siegel modular forms (mod p) [PDF]
We derive an explicit upper bound for the number of systems of Hecke eigenvalues coming from Siegel modular forms (mod p) of dimension g and level N relatively prime to p. In the special case of elliptic modular forms (g=1), our result agrees with recent
Ghitza, Alexandru
core +1 more source
Integrable systems and modular forms of level 2 [PDF]
A set of nonlinear differential equations associated with the Eisenstein series of the congruent subgroup $\Gamma_0(2)$ of the modular group $SL_2(\mathbb{Z})$ is constructed. These nonlinear equations are analogues of the well known Ramanujan equations,
Ablowitz, Mark J +2 more
core +2 more sources
The non-existence of stable Schottky forms [PDF]
Let $A_g^S$ be the Satake compactification of the moduli space $A_g$ of principally polarized abelian $g$-folds and $M_g^S$ the closure of the image of the moduli space $M_g$ of genus $g$ curves in $A_g$ under the Jacobian morphism.
G. Codogni +6 more
core +2 more sources
Let $G$ be a finite 2-group of maximal nilpotency class, and let $BG$ be its classifying space. We prove that iterated Massey products in $H^*(BG;\F_2)$ do characterize the homotopy type of $BG$ among 2-complete spaces with the same cohomological ...
Ruiz, Albert, Viruel, Antonio
core +2 more sources

