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Results: 1-7 |
Results: 7
A RECURSIVE FORMULATION OF GALERKINS METHOD IN TERMS OF THE TAU METHOD - BOUNDED AND UNBOUNDED-DOMAINS
Authors: ELDAOU MK ORTIZ EL
Citation: Mk. Eldaou et El. Ortiz, A RECURSIVE FORMULATION OF GALERKINS METHOD IN TERMS OF THE TAU METHOD - BOUNDED AND UNBOUNDED-DOMAINS, Computers & mathematics with applications, 35(12), 1998, pp. 83-94
THE TAU-METHOD AS AN ANALYTIC TOOL IN THE DISCUSSION OF EQUIVALENCE RESULTS ACROSS NUMERICAL-METHODS
Authors: ELDAOU MK ORTIZ EL
Citation: Mk. Eldaou et El. Ortiz, THE TAU-METHOD AS AN ANALYTIC TOOL IN THE DISCUSSION OF EQUIVALENCE RESULTS ACROSS NUMERICAL-METHODS, Computing, 60(4), 1998, pp. 365-376
THE NUMBER OF EXTREMA OF THE ERROR FUNCTION OF A CLASS OF METHODS FORDIFFERENTIAL-EQUATIONS
Authors: ELDAOU MK ORTIZ EL
Citation: Mk. Eldaou et El. Ortiz, THE NUMBER OF EXTREMA OF THE ERROR FUNCTION OF A CLASS OF METHODS FORDIFFERENTIAL-EQUATIONS, Computers & mathematics with applications, 33(1-2), 1997, pp. 69-79
THE UNIFORM-CONVERGENCE OF THE TAU-METHOD FOR SINGULARLY PERTURBED PROBLEMS
Authors: ELDAOU MK ORTIZ EL
Citation: Mk. Eldaou et El. Ortiz, THE UNIFORM-CONVERGENCE OF THE TAU-METHOD FOR SINGULARLY PERTURBED PROBLEMS, Applied mathematics letters, 10(2), 1997, pp. 91-94
ITERATED SOLUTIONS OF LINEAR OPERATOR-EQUATIONS WITH THE TAU-METHOD
Authors: ELDAOU MK KHAJAH HG
Citation: Mk. Eldaou et Hg. Khajah, ITERATED SOLUTIONS OF LINEAR OPERATOR-EQUATIONS WITH THE TAU-METHOD, Mathematics of computation, 66(217), 1997, pp. 207-213
DIFFERENTIAL-EQUATIONS WITH LOCALLY PERTURBED COEFFICIENTS - HIGH-ORDER ERROR-ESTIMATES FOR FUNCTION AND DERIVATIVE
Authors: ELDAOU MK ORTIZ EL
Citation: Mk. Eldaou et El. Ortiz, DIFFERENTIAL-EQUATIONS WITH LOCALLY PERTURBED COEFFICIENTS - HIGH-ORDER ERROR-ESTIMATES FOR FUNCTION AND DERIVATIVE, Computers & mathematics with applications, 31(2), 1996, pp. 73-84
A RECURSIVE FORMULATION OF COLLOCATION IN TERMS OF CANONICAL POLYNOMIALS
Authors: ELDAOU MK ORTIZ EL
Citation: Mk. Eldaou et El. Ortiz, A RECURSIVE FORMULATION OF COLLOCATION IN TERMS OF CANONICAL POLYNOMIALS, Computing, 52(2), 1994, pp. 177-202
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