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Diagnostic Performance and Workup Efficiency of Large Language Models in Secondary Hypertension: A Blinded Comparative Study. [PDF]
Canpolat AG +3 more
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Multistep Methods for Conservative Problems
We discuss the use of linear multistep methods for the solution of conservative (in particular Hamiltonian) problems. Despite the lack of good results concerning their behaviour, linear multistep methods have been satisfactorily used by researchers in applicative fields. We try to elucidate the requirements that a linear multistep method should fulfill
IAVERNARO, Felice +2 more
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New runge kutta starters for multistep methods
International Journal of Computer Mathematics, 1999A. R. Yaakub, David J. Evans 0001
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A -Stable Composite Multistep Methods
Journal of the ACM, 1973Consider the set of multistep formulas ∑ l -1 j mn - k α ij x mn + j
Harry M. Sloate, Theodore A. Bickart
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Multistep Methods With Modified Predictors and Correctors
Journal of the ACM, 1967In April, 1964, Gragg and Stetter published a set of numerical methods for solving y′ = f ( x , y ) which rely on some very accurate correctors, using a “nonstep” point within the interval of integration.
John J. Kohfeld, Gene Thomas Thompson
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Generalized Multistep Predictor-Corrector Methods
Journal of the ACM, 1964The order p which is obtainable with a stable k -step method in the numerical solution of y′ = f ( x , y ) is limited to p = k + 1 by the theorems of
William B. Gragg, Hans J. Stetter
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