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Pivot element
Known as:
Pivot position
, Complete pivoting
, Pivot
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The pivot or pivot element is the element of a matrix, or an array, which is selected first by an algorithm (e.g. Gaussian elimination, simplex…
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Related topics
Related topics
18 relations
Algorithm
Array data structure
Diagonally dominant matrix
Fisher–Yates shuffle
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Broader (1)
Numerical linear algebra
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
Non‐GPU‐resident symmetric indefinite factorization
I. Yamazaki
,
S. Tomov
,
J. Dongarra
Concurrency and Computation
2017
Corpus ID: 11154553
We study various algorithms to factorize a symmetric indefinite matrix that does not fit in the core memory of a computer. There…
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2010
2010
Managing the complexity of lookahead for LU factorization with pivoting
E. Chan
,
R. V. D. Geijn
,
Andrew Chapman
ACM Symposium on Parallelism in Algorithms and…
2010
Corpus ID: 9319580
We describe parallel implementations of LU factorization with pivoting for multicore architectures. Implementations that differ…
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2004
2004
Tunable laser using micromachined grating with continuous wavelength tuning
A. Liu
,
Xuming Zhang
,
D. Tang
,
Chao Lu
2004
Corpus ID: 56071953
This letter develops a method that is able to optimize the grating pivot position to obtain maximum continuous tuning range for a…
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2003
2003
A generalized dual phase-2 simplex algorithm
I. Maros
European Journal of Operational Research
2003
Corpus ID: 12278180
1998
1998
Eecient Sparse Lu Factorization with Partial Pivoting on Distributed Memory Architectures
X. Jiao
1998
Corpus ID: 10704583
A sparse LU factorization based on Gaussian elimination with partial pivoting (GEPP) is important to many scientiic applications…
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1996
1996
Engineering Quicksort
S. M. Sarwar
,
Syed Aqeel Sarwar
,
M. Jaragh
,
Jesse Brandeburg
Computer languages
1996
Corpus ID: 26670660
1990
1990
Gaussian elimination with pivoting on hypercubes
F. F. Rivera
,
R. Doallo
,
J. Bruguera
,
E. Zapata
,
R. Peskin
Parallel Computing
1990
Corpus ID: 5196881
1985
1985
Algorithm 638: INTCOL and HERMCOL: collocation on rectangular domains with bicubic hermite polynomials
E. Houstis
,
W. Mitchell
,
J. Rice
TOMS
1985
Corpus ID: 31178688
The two algorithms INTCOL and HERMCOL presented here implement the collocation method as described in [l] for the special case of…
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1980
1980
Off-Design Performance Loss Model for Radial Turbines with Pivoting, Variable-Area Stators.
P. L. Meitner
,
A. Glassman
1980
Corpus ID: 107621813
Abstract : An off-design performance loss model was developed for variable-stator (pivoted vane), radial turbines through…
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1978
1978
Algorithms for sparse Gaussian elimination with partial pivoting
A. H. Sherman
TOMS
1978
Corpus ID: 16654169
We compare several algorithms for sparse Gaussian elimination with column interchanges. The algorithms are all derived from the…
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