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Superlinear bracketing method for solving nonlinear equations
Applied Mathematics and Computation, 2013A new method based on Muller's algorithm for solving nonlinear equations has been developed. The classic Muller's method is based on an interpolating polynomial built on the last three points of an iterative sequence. Unfortunately, Muller's method is not globally convergent. In order to ensure the global convergence a bracketing is introduced.
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Methods without secant steps for finding a bracketed root
Computing, 1976A number of methods that require only function evaluation to find a bracketed root are discussed. The Snyder, Pegasus, and Anderson-Bjorck schemes of Regula Falsi type converge superlinearly, but all use relatively slow secant steps. Two recent methods are faster because they exploit the rational interpolation step used by Anderson and Bjorck, and ...
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A note on King's method F for finding a bracketed root
Computing, 1982In this paper a modification of the King's methodF for finding a bracketed root is presented in which the first-secant step and the auxiliary Snyder's steps are replaced by bisection steps. It is shown that modified algorithm is more effective than King's procedure. Two FORTRANIV subroutines are included.
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Variational method for determining the flexure of a bracket
Soviet Applied Mechanics, 1978M. V. Sukhoterin, V. K. Prokopov
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A New Method of Predicting US and State-Level Cancer Mortality Counts for the Current Calendar Year
Ca-A Cancer Journal for Clinicians, 2004Ahmedin Jemal, Eric J Feuer
exaly
Multiparametric prostate magnetic resonance imaging in the evaluation of prostate cancer
Ca-A Cancer Journal for Clinicians, 2016Baris Turkbey +2 more
exaly
A BRACKET METHOD FOR JUDGING THE INTERSECTION OF CONVEX BODIES
Computer Mathematics, 2003Hongbo Li, Ying Chen
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