James N. Lyness

According to our database, James N. Lyness authored at least 30 papers between 1963 and 2009.

Collaborative distances:

• Dijkstra number of four.
• Erdős number of five.

2009

Very basic multidimensional extrapolation quadrature.

James N. Lyness

Proceedings of the Birth of Numerical Analysis, 2009

2008

Numerical evaluation of a fixed-amplitude variable-phase integral.

James N. Lyness

Numer. Algorithms, 2008

2006

Five-dimensional <i>K</i>-optimal lattice rules.

James N. Lyness, Tor Sørevik

Math. Comput., 2006

2005

Asymptotic Expansions for Two-Dimensional Hypersingular Integrals.

James N. Lyness, Giovanni Monegato

Numerische Mathematik, 2005

2004

Four-dimensional lattice rules generated by skew-circulant matrices.

James N. Lyness, Tor Sørevik

Math. Comput., 2004

2003

Notes on lattice rules.

James N. Lyness

J. Complex., 2003

2001

Three- and four-dimensional K-optimal lattice rules of moderate trigonometric degree.

Ronald Cools, James N. Lyness

Math. Comput., 2001

1998

The Euler-Maclaurin expansion and finite-part integrals.

Giovanni Monegato, James N. Lyness

Numerische Mathematik, 1998

1997

Error expansions for multidimensional trapezoidal rules with Sidi transformations.

P. Verlinden, D. M. Potts, James N. Lyness

Numer. Algorithms, 1997

1996

Triangular canonical forms for lattice rules of prime-power order.

James N. Lyness, Stephen Joe

Math. Comput., 1996

Evaluation of minimization software based on performance profile techniques.

James N. Lyness

Proceedings of the Quality of Numerical Software, 1996

1995

Application of the Smith Normal Form to the Structure of Lattice Rules.

James N. Lyness, Patrick Keast

SIAM J. Matrix Anal. Appl., 1995

1991

A search program for finding optimal integration lattices.

James N. Lyness, Tor Sørevik

Computing, 1991

1990

Remark on algorithm 662.

Burton S. Garbow, James N. Lyness

ACM Trans. Math. Softw., 1990

1989

A Search for Good Lattice Rules Based on the Reciprocal Lattice Generator Matrix.

James N. Lyness, W. Newman

Proceedings of the Computing in the 90's, 1989

1988

Algorithm 662: A Fortran software package for the numerical inversion of the Laplace transform based on Weeks' method.

Burton S. Garbow, Giulio Giunta, James N. Lyness, Almerico Murli

ACM Trans. Math. Softw., 1988

Software for an implementation of Weeks' method for the inverse Laplace transform.

Burton S. Garbow, Giulio Giunta, James N. Lyness, Almerico Murli

ACM Trans. Math. Softw., 1988

1986

Algorithm 639: To integrate some infinite oscillating tails.

James N. Lyness, Gwendolen Hines

ACM Trans. Math. Softw., 1986

1981

Double Integration Using One-Dimensional Adaptive Quadrature Routines: A Software Interface Problem.

Fred N. Fritsch, David K. Kahaner, James N. Lyness

ACM Trans. Math. Softw., 1981

1980

Remarks about performance profiles.

James N. Lyness

Proceedings of the Problems and Methodologies in Mathematical Software Production, 1980

1977

A Technique for Comparing Automatic Quadrature Routines.

James N. Lyness, J. J. Kaganove

Comput. J., 1977

1976

Comments on the Nature of Automatic Quadrature Routines.

James N. Lyness, J. J. Kaganove

ACM Trans. Math. Softw., 1976

1971

ENTCAF and ENTCRE: Evaluation of Normalized Taylor Coefficients of an Analytic Function [C5] (Algorithm 413).

James N. Lyness

Commun. ACM, 1971

Guidelines for Automatic Quadrature Routines.

James N. Lyness

Proceedings of the Information Processing, Proceedings of IFIP Congress 1971, Volume 2, 1971

1970

Algorithm 379: Squank (Simpson Quadrature used adaptivity - noise killed) [D1].

James N. Lyness

Commun. ACM, 1970

1969

Notes on the Adaptive Simpson Quadrature Routine.

James N. Lyness

J. ACM, 1969

The Effect of Inadequate Convergence Criteria in Automatic Routines.

James N. Lyness

Comput. J., 1969

1967

Numerical algorithms based on the theory of complex variable.

James N. Lyness

Proceedings of the 22nd national conference, 1967

1963

Numerical quadrature in n dimensions.

David Mustard, James N. Lyness, John M. Blatt

Comput. J., 1963

Integration over Multidimensional Hypercubes I. A Progressive Procedure.

James N. Lyness, B. J. J. McHugh

Comput. J., 1963