AbstractWe present the numerical analysis on computing zeros of a function given by the series of functions. In fact, these zeros are Dirichlet eigenvalues of a geodesic ball in the n-sphere. Furthermore, some numerical results from this analysis are included
Abstract. Bounds on the number of simple zeros of the derivatives of a function are used to give bou...
AbstractGiven the location of the zeros and poles of a rational function, we find a region that must...
A sufficiently large class of generalised Dirichlet series is shown to have lots of zeros inσ &...
AbstractWe present the numerical analysis on computing zeros of a function given by the series of fu...
Computing all the zeros of an analytic function and their respective multiplicities, locating cluste...
Here we report building a numerical method for finding the zeros of a function of one real variable ...
An estimate of the number of zeros of one function related to Dirichlet L-function
Ph.D.MathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue....
It is shown that certain simple integrals determine the number of zeros with a certain multiplicity ...
It is shown that certain simple integrals determine the number of zeros with a certain multiplicity ...
Argument principle calculations of zeroes using extended Riemann Siegel function analogues are inves...
"This paper is Based on the author's thesis presented to the faculty of the Rice Institute."Prepared...
We study the sequences of zeros for functions in the Dirichlet spaces $ \mathcal{D}_s$. Using Carles...
A numerical method for computing zeros of analytic complex functions is presented. It relies on Cauc...
One of the oldest problems in analytic number theory consists of counting points with integer coordi...
Abstract. Bounds on the number of simple zeros of the derivatives of a function are used to give bou...
AbstractGiven the location of the zeros and poles of a rational function, we find a region that must...
A sufficiently large class of generalised Dirichlet series is shown to have lots of zeros inσ &...
AbstractWe present the numerical analysis on computing zeros of a function given by the series of fu...
Computing all the zeros of an analytic function and their respective multiplicities, locating cluste...
Here we report building a numerical method for finding the zeros of a function of one real variable ...
An estimate of the number of zeros of one function related to Dirichlet L-function
Ph.D.MathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue....
It is shown that certain simple integrals determine the number of zeros with a certain multiplicity ...
It is shown that certain simple integrals determine the number of zeros with a certain multiplicity ...
Argument principle calculations of zeroes using extended Riemann Siegel function analogues are inves...
"This paper is Based on the author's thesis presented to the faculty of the Rice Institute."Prepared...
We study the sequences of zeros for functions in the Dirichlet spaces $ \mathcal{D}_s$. Using Carles...
A numerical method for computing zeros of analytic complex functions is presented. It relies on Cauc...
One of the oldest problems in analytic number theory consists of counting points with integer coordi...
Abstract. Bounds on the number of simple zeros of the derivatives of a function are used to give bou...
AbstractGiven the location of the zeros and poles of a rational function, we find a region that must...
A sufficiently large class of generalised Dirichlet series is shown to have lots of zeros inσ &...
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