Results 311 to 320 of about 11,403,908 (364)
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2000
It is the purpose of the authors to use \(n\)th order theta functions to construct some modular forms of weight 0 on the groups \(\Gamma_0 (p)\), \(p\) a prime (Theorem 1), \(\Gamma^0(p^2)\), \(p\) a prime (Theorem 2) and \(\theta(n)=\Gamma_0 \setminus\operatorname{cap} \Gamma_\vartheta\), \(n\in\mathbb{Z}^+\) (Theorem 3).
KIRMACI, Uğur Selamet +1 more
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It is the purpose of the authors to use \(n\)th order theta functions to construct some modular forms of weight 0 on the groups \(\Gamma_0 (p)\), \(p\) a prime (Theorem 1), \(\Gamma^0(p^2)\), \(p\) a prime (Theorem 2) and \(\theta(n)=\Gamma_0 \setminus\operatorname{cap} \Gamma_\vartheta\), \(n\in\mathbb{Z}^+\) (Theorem 3).
KIRMACI, Uğur Selamet +1 more
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Classical Modular Symbols, Modular Forms, L-functions
2021We introduce the classical modular symbols, which are modular symbols with coefficients polynomials of bounded degree. We explain their close connection with modular forms, and with their L-functions.
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Fixed and best proximity points for Kannan cyclic contractions in modular function spaces
, 2017A. Ilchev, B. Zlatanov
semanticscholar +1 more source
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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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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On relative weighted summability in modular function spaces and associated approximation theorems
, 2017U. Kadak
semanticscholar +1 more source
De novo design of modular and tunable protein biosensors
Nature, 2021Alfredo Quijano-Rubio +2 more
exaly
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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Modular Function Deployment: Using Module Drivers to Impart Strategies to a Product Architecture
, 2014Mark W. Lange, Andrea Imsdahl
semanticscholar +1 more source