Add to ORKGThis chapter describes several basic methods for computing zeros of functions and then combines three of the basic methods into a fast, reliable algorithm known a
HNumerical Methods are very important in Engineering because many real problems have complicated mat...
A new fast algorithm for computing the zeros of a polynomial in $O(n^{2})$ time using $O(n)$ memory ...
This Demonstration shows the steps of the bisection root-finding method for a set of functions. You ...
AbstractWe state precise results on the complexity of a classical bisection-exclusion method to loca...
AbstractA two-stage algorithm is presented for computing the zeros of a special class of entire func...
A global recursive bisection algorithm is described for computing the complex zeros of a polynomial....
Here we report building a numerical method for finding the zeros of a function of one real variable ...
This is to certify that this PhD thesis is, to the best of my knowledge, entirely my own work, excep...
Computing all the zeros of an analytic function and their respective multiplicities, locating cluste...
Motivated by the general non-linear eigenvalue problem, we present a parallel algorithm to find the ...
Motivated by the general non-linear eigenvalue problem, we present a parallel algorithm to find the ...
Motivated by the general non-linear eigenvalue problem, we present a parallel algorithm to find the ...
Motivated by the general non-linear eigenvalue problem, we present a parallel algorithm to find the ...
Motivated by the general non-linear eigenvalue problem, we present a parallel algorithm to find the ...
A solution for Smale's 17th problem, for the case of systems with bounded degree was recently g...
HNumerical Methods are very important in Engineering because many real problems have complicated mat...
A new fast algorithm for computing the zeros of a polynomial in $O(n^{2})$ time using $O(n)$ memory ...
This Demonstration shows the steps of the bisection root-finding method for a set of functions. You ...
AbstractWe state precise results on the complexity of a classical bisection-exclusion method to loca...
AbstractA two-stage algorithm is presented for computing the zeros of a special class of entire func...
A global recursive bisection algorithm is described for computing the complex zeros of a polynomial....
Here we report building a numerical method for finding the zeros of a function of one real variable ...
This is to certify that this PhD thesis is, to the best of my knowledge, entirely my own work, excep...
Computing all the zeros of an analytic function and their respective multiplicities, locating cluste...
Motivated by the general non-linear eigenvalue problem, we present a parallel algorithm to find the ...
Motivated by the general non-linear eigenvalue problem, we present a parallel algorithm to find the ...
Motivated by the general non-linear eigenvalue problem, we present a parallel algorithm to find the ...
Motivated by the general non-linear eigenvalue problem, we present a parallel algorithm to find the ...
Motivated by the general non-linear eigenvalue problem, we present a parallel algorithm to find the ...
A solution for Smale's 17th problem, for the case of systems with bounded degree was recently g...
HNumerical Methods are very important in Engineering because many real problems have complicated mat...
A new fast algorithm for computing the zeros of a polynomial in $O(n^{2})$ time using $O(n)$ memory ...
This Demonstration shows the steps of the bisection root-finding method for a set of functions. You ...