Results 261 to 270 of about 3,074,877 (302)

The Modular Function

1987
By SL2 we mean the group of 2 x 2 matrices with determinant 1. We write SL2 (R) for those elements of SL2 having coefficients in a ring R. In practice, the ring R will be Z, Q, R. We call SL2 (Z) the modular group.
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Symmetrization of Modular Aggregation Functions

2010
Ordered modular aggregation functions (OMAF in short) can be seen as symmetrized modular aggregation functions and they are characterized by comonotone modularity. As such, OMAFs generalize OWA operators. We show a one-to-one correspondence between idempotent OMAFs and copula-based integrals with respect to a symmetric capacity.
Radko Mesiar, Andrea Mesiarová-Zemánková   +1 more
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Modular network function virtualization

2017 IEEE Conference on Computer Communications Workshops (INFOCOM WKSHPS), 2017
Network functions like load balancers and stateful firewalls which traditionally have been packaged in a single proprietary device are now being virtuahzed in software across multiple physical devices networked together to achieve greater flexibility and scale. A virtualization can become very complex.
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On modular functions

1996
For a lattice \(L\) and a group \(G\) a map \(\mu: L\to G\) is called a modular function if for all \(x,y\in L\), we have \(\mu(x\vee y)+ \mu(x\wedge y)= \mu(x)+ \mu(y)\). The important examples that provide much of the motivation for the study of modular functions are furnished by measures on Boolean algebras and linear operators on vector lattices ...
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Zeta-Functions of Modular Curves

2006
This work gives an exposition and a generalization of classical results due to M. Eichler [1] and G. Shimura [2], which give the expression of congruence-zeta-functions of some modular curves in terms of Hecke polynomials. The central point in these papers is the famous congruence relation which links the local factor of the Mellin transforms of ...
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Meromorphic quasi-modular forms and their -functions

Journal of Number Theory, 2022
Hao Zhang
exaly  

Hermitian Modular Functions

The Annals of Mathematics, 1949
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Functional equation of the -adic -function of Bianchi modular forms

Journal of Number Theory, 2023
Luis Santiago Palacios
exaly  

Units in the modular function field

Mathematische Annalen, 1975
Serge Lang
exaly   +2 more sources

Group-valued modular functions

Algebra Universalis, 1982
Tim Traynor
exaly