AbstractIn an earlier paper by the authors in this issue (J. Math. Anal. Appl. 160, 1991) various necessary conditions to determine the boundary of the zero set have been provided in a very general setting. Here, we classify and indicate which of the arsenal of conditions should be used for various classes of problems and functions for computational convenience
This is to certify that this PhD thesis is, to the best of my knowledge, entirely my own work, excep...
AbstractAn elementary point is a point in complexnspace, which is an isolated, nonsingular solution ...
AbstractGlobally convergent fixed point iterations, together with bounds on differences of zeros fro...
AbstractIn an earlier paper by the authors in this issue (J. Math. Anal. Appl. 160, 1991) various ne...
AbstractWe describe an analytic method for finding the location of the zero set of a vector-valued f...
The number of simple zeroes common to a set of nonlinear equations is calculated exactly and analyti...
AbstractWe present a method to find all zeros of an analytic function in a rectangular domain. The a...
The real zeros of the transcendental function y = ax + becx are characterized, and the results shoul...
In this note we give a new representation for closed sets under which the robust zero set of a funct...
We propose a simple and fast implimentation to find real zeros of polynomials of integercoefiicients...
AbstractIn this note we give a new representation for closed sets under which the robust zero set of...
In this paper, by using standard techniques we shall obtain results with relaxed hypothesis which g...
What is a solution of a system of polynomial differential equations ? This paper provides an origina...
International audienceWe study the zeros sets of functions in the Dirichlet space. Using Carleson fo...
AbstractEmpirical data for the polynomial confirm the efficiency of exploring function structure as ...
This is to certify that this PhD thesis is, to the best of my knowledge, entirely my own work, excep...
AbstractAn elementary point is a point in complexnspace, which is an isolated, nonsingular solution ...
AbstractGlobally convergent fixed point iterations, together with bounds on differences of zeros fro...
AbstractIn an earlier paper by the authors in this issue (J. Math. Anal. Appl. 160, 1991) various ne...
AbstractWe describe an analytic method for finding the location of the zero set of a vector-valued f...
The number of simple zeroes common to a set of nonlinear equations is calculated exactly and analyti...
AbstractWe present a method to find all zeros of an analytic function in a rectangular domain. The a...
The real zeros of the transcendental function y = ax + becx are characterized, and the results shoul...
In this note we give a new representation for closed sets under which the robust zero set of a funct...
We propose a simple and fast implimentation to find real zeros of polynomials of integercoefiicients...
AbstractIn this note we give a new representation for closed sets under which the robust zero set of...
In this paper, by using standard techniques we shall obtain results with relaxed hypothesis which g...
What is a solution of a system of polynomial differential equations ? This paper provides an origina...
International audienceWe study the zeros sets of functions in the Dirichlet space. Using Carleson fo...
AbstractEmpirical data for the polynomial confirm the efficiency of exploring function structure as ...
This is to certify that this PhD thesis is, to the best of my knowledge, entirely my own work, excep...
AbstractAn elementary point is a point in complexnspace, which is an isolated, nonsingular solution ...
AbstractGlobally convergent fixed point iterations, together with bounds on differences of zeros fro...