Results 271 to 280 of about 140,029 (306)
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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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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
2006This 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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Functional equation of the p-adic L-function of Bianchi modular forms
Journal of Number Theory, 2023Luis Santiago Palacios
exaly
Banach Contraction Principle-Type Results for Some Enriched Mappings in Modular Function Spaces
Axioms, 2023Safeer Hussain Khan +2 more
exaly
Selberg's zeta function for the modular group in the critical strip
Mathematische Nachrichten, 2021Yasufumi Hashimoto
exaly
Units in the modular function field
Mathematische Annalen, 1975Dan Kubert, Kubert Dan
exaly +2 more sources
An Application of the Modular Function in Nonlocal Variational Problems
Archive for Rational Mechanics and Analysis, 2007Xinfu Chen +2 more
exaly
Inequalities and infinite product formula for Ramanujan generalized modular equation function
Ramanujan Journal, 2017Miao-Kun Wang +2 more
exaly

