Add to ORKGIn this paper diverse results on the location and number of zeros of derivatives of Dirichlet L-functions are proved. © TÜBİTAK
We prove a rather general result showing that two distinct Dirichlet series cannot have too many com...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
Abstract. A. Fujii, and later J. Steuding, considered an asymptotic formula for the sum of values of...
AbstractA linear combination L(s) of two Dirichlet L-functions has infinitely many complex zeros in ...
The zeros of Dirichlet L-functions for various moduli and characters are being computed with very hi...
Abstract. New results associated with the Extended Riemann Hypothesis on the zeros of the Dirichlet ...
An estimate of the number of zeros of one function related to Dirichlet L-function
AbstractLet χ denote a primitive, Dirichlet character to the modulus q>i and let L(s,χ) be the corre...
Abstract: The connection between the values of the L-functions at the point s=1/2 and Gaus...
Some very precise results (see Theorems 4 and 5) are proved about the α-values of the lth deriv...
In the paper, we obtain that certain linear and more general combinations of Dirichlet L-functions a...
This thesis consists of three projects. The first project focuses on the distribution of zeros of l...
Abstract. Let C+q be the set of even, primitive Dirichlet characters (mod q). Using the mollifier me...
Fung Yiu-cho.Bibliography: leaves 93-114Thesis (M.Phil.)--Chinese University of Hong Kong, 198
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
We prove a rather general result showing that two distinct Dirichlet series cannot have too many com...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
Abstract. A. Fujii, and later J. Steuding, considered an asymptotic formula for the sum of values of...
AbstractA linear combination L(s) of two Dirichlet L-functions has infinitely many complex zeros in ...
The zeros of Dirichlet L-functions for various moduli and characters are being computed with very hi...
Abstract. New results associated with the Extended Riemann Hypothesis on the zeros of the Dirichlet ...
An estimate of the number of zeros of one function related to Dirichlet L-function
AbstractLet χ denote a primitive, Dirichlet character to the modulus q>i and let L(s,χ) be the corre...
Abstract: The connection between the values of the L-functions at the point s=1/2 and Gaus...
Some very precise results (see Theorems 4 and 5) are proved about the α-values of the lth deriv...
In the paper, we obtain that certain linear and more general combinations of Dirichlet L-functions a...
This thesis consists of three projects. The first project focuses on the distribution of zeros of l...
Abstract. Let C+q be the set of even, primitive Dirichlet characters (mod q). Using the mollifier me...
Fung Yiu-cho.Bibliography: leaves 93-114Thesis (M.Phil.)--Chinese University of Hong Kong, 198
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
We prove a rather general result showing that two distinct Dirichlet series cannot have too many com...
For many L-functions of arithmetic interest, the values on or close to the edge of the region of abs...
Abstract. A. Fujii, and later J. Steuding, considered an asymptotic formula for the sum of values of...