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pro vyhledávání: '"Augustin A. Dubrulle"'
Autor:
Augustin A. Dubrulle, Gene H. Golub
Publikováno v:
Numerical Algorithms. 7:173-181
Each iteration of the multishift QR algorithm of Bai and Demmel requires the computation of a “shift vector” defined bym shifts of the origin of the spectrum that control the convergence of the process. A common choice of shifts consists of the e
Autor:
Augustin A. Dubrulle
Publikováno v:
SIAM Journal on Scientific and Statistical Computing. 12:1245-1253
The latest developments in matrix software generally confine the block methods based on stabilized elementary (Gauss) transformations to the solution of linear equations, in a concern for numerical stability. For example, LAPACK relies entirely on Ho
Autor:
M. Dundee Maples, David Feign, Martin Graham, Howard Fullmer, C. W. Gear, Edward Chelotti, Eugene Fisher, Tom Pittman, James H. Beall, Janis Baron, Dar-Sun Tsien, Shlomo Waser, John P. Riganati, W. Kahan, Paul G. Cummings, William Ames, Les Kohn, Charles J. Wylie, Chuck Hastings, Gary R. Burke, Dean Miller, Cash Olsen, John S. Walther, Harold S. Stone, Donn Denman, Daniel L. Goldberg, Robert Stewart, Smart Feldman, Daniel D. Gajski, Greg Walker, John E. May, Stan Schmidt, Lloyd Fosdick, Rene Castenschiold, Lew Randall, Irvin N. Howell, E. H. Bristol, Suren Irukulla, Ed Burdick, Steve Baumel, R. F. Lawrence, Charles White, Edward J. Cohen, Howard Kaikow, Paul Clemente, Irving Kolodny, Richard, Joel Boney, Frederic N. Ris, William H. McAllister, J. Richard Weger, Kenton Hanson, Christian Reinsch, Robert Reid, Paul S. Jensen, W. D. Strecker, Mike Arya, Webb Miller, John C. Nash, Donald C. Fleckenstein, Jack Kinn, Jim Bunch, Robert Swarz, Robert L. Smith, Augustin A. Dubrulle, Don Feinberg, Richard Fateman, Colin McMaster, James W. Thomas, Jay Forster, David Gustavson, Andrew Allison, Robert Fraley, Wayne Davison, Sava I. Sherr, Lawrence V. McCall, Philip J. Faillace, Dan O 'Dowd, Clifford O. Swanson, Jerome T. Coonen, Frank L. Rose, Joseph L. Koepfinger, Donald T. Michael, Dave Patterson, Jim Crapuchettes, G. W. Stewart, R. H. Delp, Virginia Klema, Richard Karpinski, Van Shahan, Itzhak Davidesko, Fletcher J. Buckley, Paul F. Flanagan, W. J. Cody, James Demmel, Thomas E. Hull, John F. Palmer, Beresford Parlett, Roger Stafford, W. B. Wilkens, Werner Buchholz, Guy K. Haas, Tom Eggers, A. Padegs, David Hough, John E. Howe, Mary H. Payne, Kenneth D. Hendrix, P. C. Waterman, Gordon Force, George Taylor, Alvin Despain, Roy Martin, Dileep Bhandarkar, Dan Kuyper
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_________::64aef46192a76350fbf99a959ec4052c
https://doi.org/10.1109/ieeestd.1985.82928
https://doi.org/10.1109/ieeestd.1985.82928
Autor:
Augustin A. Dubrulle, Jenö Gazdag
Publikováno v:
GEOPHYSICS. 44:1661-1666
The phase shift method (Gazdag, 1978) is based on the solution, in the frequency domain, of an approximation (Claerbout, 1976) to the one‐way wave equation with initial conditions defined by a zero‐offset seismic section. Wave velocity is assumed
Autor:
Augustin A. Dubrulle
Publikováno v:
GEOPHYSICS. 48:1195-1203
This paper describes schemes for the frequency‐domain migration of constant‐offset sections in homogeneous and horizontally layered media. Their main advantage is that individual constant‐offset sections can be processed in isolation. The basis
Autor:
Augustin A. Dubrulle
Publikováno v:
IBM Journal of Research and Development. 16:612-616
Algorithms for the complete symmetric eigenproblem are studied from the viewpoint of performance in a virtual memory environment. The preferred algorithm is based on tridiagonalization and the implicit QR algorithms. Implementation factors that affec
Autor:
Augustin A. Dubrulle
Publikováno v:
APL
Floating-point arithmetic[1] is the design almost universally accepted for computers dealing with so-called scientific computations. It was present in some of the earliest machines and successfully survived the controversies that followed its first i
An extension of the domain of the APL domino function to rank deficient linear least squares systems
Autor:
Augustin A. Dubrulle
Publikováno v:
APL
This paper presents an extension of the domain of the APL Domino function to systems of linear equations the matrix of which contains linearly dependent columns.This extension is based on the concepts of minimum and basic least squares solutions, and
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