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Laurie, Dirk - Department of Mathematical Sciences, University of Stellenbosch
INITIAL VALUES FOR THE INVERSE TOEPLITZ EIGENVALUE DIRK LAURIE
Solutions to Trefethen's Hundred-dollar, Hundred-digit challenge problems
Questions related to Gaussian quadrature for mulas and twoterm recursions
Accurate recovery of recursion coefficients from Gaussian quadrature formulas
Ou skoollied, Jan van Riebeeck I.D. du Plessis Wm.J. Pickerill
Gene Howard Golub 29 February 1932 16 November 2007
Remembering A.S. Kronrod \Lambda E.M. Landis and I.M. Yaglom
Periodizing transformations for numerical integration Dirk P. Laurie
A selection criterion in a doubly adaptive integration algorithm
Computation of Gauss-type quadrature Dirk P. Laurie
Exact difference formulas for linear differential Dirk P. Laurie
from SIAM News, Volume Number photon moving
CALCULATION OF GAUSSKRONROD QUADRATURE DIRK P. LAURIE
BIT 36 (1995), 001--008. AUTOMATIC QUADRATURE OF FUNCTIONS OF
Questions related to Gaussian quadrature for-mulas and two-term recursions
Exact difference formulas for linear differential operators
INITIAL VALUES FOR THE INVERSE TOEPLITZ EIGENVALUE PROBLEM
ANTIGAUSSIAN QUADRATURE FORMULAS DIRK P. LAURIE
ICNAAM-2004 0 0 4 Fast implementation of the Discrete Pulse Transform
A selection criterion in a doubly adaptive integration algorithm
BIT 36 (1995), 001-008. AUTOMATIC QUADRATURE OF FUNCTIONS OF
CALCULATION OF GAUSS-KRONROD QUADRATURE RULES
ANTI-GAUSSIAN QUADRATURE FORMULAS DIRK P. LAURIE
Numerical Algorithms 0 (2000) ?-? * Quadrature Rules Based on
Gene-tic Algorithm by Dirk Laurie The answers come in three classes of twelve each, specified by the letter, if any, appearing before its
The Discrete Pulse Transform C.H. Rohwer and D.P. Laurie
The Roadmaker's Algorithm Dirk Laurie
Numerical Algorithms 0 (2000) ?{? 1 Quadrature Rules Based on
Accurate recovery of recursion coefficients from Gaussian quadrature formulas
Periodizing transformations for numerical integration Dirk P. Laurie
Computation of Gauss-type quadrature formulas