Add to ORKGA new modified method IZSS1-5D for the simultaneously bounding all the zeros of a polynomial is formulated in this paper. The efficiency of this method is measured on the CPU times and the number of iterations after satisfying the convergence criteria where the results are obtained using five test polynomials. The R-order of convergence of this method is at least five
The purpose of this paper is to establish a new modified method. This modified procedure is called t...
The interval single-step procedure IS1 established by Alefeld and Herzberger (1983) has been modifie...
This paper describes the extended method of solving real polynomial zeros problems using the single-...
A new modified IZSS1-5D method for simultaneously bounding all the zeros of a polynomial is formulat...
A new modified method IZSS1-5D for the simultaneously bounding all the real zeros of a polynomial is...
A new method called the interval zoro symmetric single-step procedure IZSS2-5D which is an extension...
The focus of this research is on the bounding of simple and real polynomial zeros simultaneously, fo...
In this paper, we present the analysis of the rate of convergence of the interval repeated midpoint ...
A new modified method IZSS1-5D for the simultaneously bounding all the real zeros of a polynomial is...
This paper describes the extension of the interval symmetric single-step method IZSS2, namely the in...
In this thesis, we discuss about the interval iterative procedures of bounding real zeros of polynom...
The purpose of this thesis is to find the inclusion of polynomial zeros by using interval analysis a...
Several modifications have been introduced in order to improve the problems in finding the zeros of ...
A new modified interval midpoint symmetric single-step IMSS2-5D procedure which is an extension from...
The point symmetric single step procedure PSS1 has R-order of convergence at least 3. This procedure...
The purpose of this paper is to establish a new modified method. This modified procedure is called t...
The interval single-step procedure IS1 established by Alefeld and Herzberger (1983) has been modifie...
This paper describes the extended method of solving real polynomial zeros problems using the single-...
A new modified IZSS1-5D method for simultaneously bounding all the zeros of a polynomial is formulat...
A new modified method IZSS1-5D for the simultaneously bounding all the real zeros of a polynomial is...
A new method called the interval zoro symmetric single-step procedure IZSS2-5D which is an extension...
The focus of this research is on the bounding of simple and real polynomial zeros simultaneously, fo...
In this paper, we present the analysis of the rate of convergence of the interval repeated midpoint ...
A new modified method IZSS1-5D for the simultaneously bounding all the real zeros of a polynomial is...
This paper describes the extension of the interval symmetric single-step method IZSS2, namely the in...
In this thesis, we discuss about the interval iterative procedures of bounding real zeros of polynom...
The purpose of this thesis is to find the inclusion of polynomial zeros by using interval analysis a...
Several modifications have been introduced in order to improve the problems in finding the zeros of ...
A new modified interval midpoint symmetric single-step IMSS2-5D procedure which is an extension from...
The point symmetric single step procedure PSS1 has R-order of convergence at least 3. This procedure...
The purpose of this paper is to establish a new modified method. This modified procedure is called t...
The interval single-step procedure IS1 established by Alefeld and Herzberger (1983) has been modifie...
This paper describes the extended method of solving real polynomial zeros problems using the single-...