<div>This presentation is about the theory of "Fixed Point Iteration Method" and its application. </div><div>Acknowledgement:</div><div>I would like to thank to my Prof. Dr. Kanhaiya Jha from Kathmandu University for inspiring me in "fixed point concept" and continuous guidelines!</div
Abstract. Almost since L.E. Brouwer (1912) proved a remarkable result say-ing that any continuous fu...
Mathematical methods are extensively used in dealing with simulation and approximation problems rela...
Fixed points play a fundamental role in several areas of computer science and logic by justifying in...
We present here lesson plans for teaching the dynamical systems topic of iteration of functions and ...
In computational mathematics, an iterative method is a scientific technique that utilizes an underly...
Consiglio Nazionale delle Ricerche (CNR). Biblioteca Centrale / CNR - Consiglio Nazionale delle Rich...
Iterative processes are the tools used to generate sequences approximating solutions of equations de...
AbstractWe introduce the notion of a general fixed point iteration scheme to unify various fixed poi...
Fixed-point algorithms have diverse applications in economics, optimization, game theory and the num...
International audienceWe study the logical properties of the (parametric) well-founded fixed point o...
The concept of stability is studied on many different types of mathematical structures. This concept...
In this article, the new Ishikawa iteration method is presented to find the approximate solution of ...
Iteration seems to play a fundamental role in learning theory - as everywhere else. Since neurons ne...
This note gives a new convergence proof for iterations based on multipoint formulas. It rests on the...
AbstractIterative algorithms for fixed points of systems of equations are of importance in graph alg...
Abstract. Almost since L.E. Brouwer (1912) proved a remarkable result say-ing that any continuous fu...
Mathematical methods are extensively used in dealing with simulation and approximation problems rela...
Fixed points play a fundamental role in several areas of computer science and logic by justifying in...
We present here lesson plans for teaching the dynamical systems topic of iteration of functions and ...
In computational mathematics, an iterative method is a scientific technique that utilizes an underly...
Consiglio Nazionale delle Ricerche (CNR). Biblioteca Centrale / CNR - Consiglio Nazionale delle Rich...
Iterative processes are the tools used to generate sequences approximating solutions of equations de...
AbstractWe introduce the notion of a general fixed point iteration scheme to unify various fixed poi...
Fixed-point algorithms have diverse applications in economics, optimization, game theory and the num...
International audienceWe study the logical properties of the (parametric) well-founded fixed point o...
The concept of stability is studied on many different types of mathematical structures. This concept...
In this article, the new Ishikawa iteration method is presented to find the approximate solution of ...
Iteration seems to play a fundamental role in learning theory - as everywhere else. Since neurons ne...
This note gives a new convergence proof for iterations based on multipoint formulas. It rests on the...
AbstractIterative algorithms for fixed points of systems of equations are of importance in graph alg...
Abstract. Almost since L.E. Brouwer (1912) proved a remarkable result say-ing that any continuous fu...
Mathematical methods are extensively used in dealing with simulation and approximation problems rela...
Fixed points play a fundamental role in several areas of computer science and logic by justifying in...
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