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Carson, Erin Claire

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Author ID: carson.erin Recent zbMATH articles by "Carson, Erin Claire"
Published as: Carson, E.; Carson, Erin; Carson, Erin C.; Carson, Erin Claire
Homepage: http://math.nyu.edu/~erinc/
External Links: MGP · Wikidata
Documents Indexed: 11 Publications since 2013

Publications by Year

Citations contained in zbMATH

8 Publications have been cited 47 times in 30 Documents Cited by Year
Avoiding communication in nonsymmetric Lanczos-based Krylov subspace methods. Zbl 1281.65057
Carson, Erin; Knight, Nicholas; Demmel, James
10
2013
Communication lower bounds and optimal algorithms for numerical linear algebra. Zbl 1396.65082
Ballard, G.; Carson, E.; Demmel, J.; Hoemmen, M.; Knight, N.; Schwartz, O.
9
2014
Accelerating the solution of linear systems by iterative refinement in three precisions. Zbl 06856491
Carson, Erin; Higham, Nicholas J.
7
2018
A residual replacement strategy for improving the maximum attainable accuracy of \(s\)-step Krylov subspace methods. Zbl 1302.65075
Carson, Erin; Demmel, James
7
2014
A new analysis of iterative refinement and its application to accurate solution of ill-conditioned sparse linear systems. Zbl 1379.65019
Carson, Erin; Higham, Nicholas J.
6
2017
Accuracy of the \(s\)-step Lanczos method for the symmetric eigenproblem in finite precision. Zbl 1319.65024
Carson, Erin; Demmel, James W.
5
2015
An efficient deflation technique for the communication-avoiding conjugate gradient. Zbl 1312.65040
Carson, Erin; Knight, Nicholas; Demmil, James
2
2014
The numerical stability analysis of pipelined conjugate gradient methods: historical context and methodology. Zbl 1416.65080
Carson, Erin C.; Rozložník, Miroslav; Strakoš, Zdeněk; Tichý, Petr; Tuma, Miroslav
1
2018
Accelerating the solution of linear systems by iterative refinement in three precisions. Zbl 06856491
Carson, Erin; Higham, Nicholas J.
7
2018
The numerical stability analysis of pipelined conjugate gradient methods: historical context and methodology. Zbl 1416.65080
Carson, Erin C.; Rozložník, Miroslav; Strakoš, Zdeněk; Tichý, Petr; Tuma, Miroslav
1
2018
A new analysis of iterative refinement and its application to accurate solution of ill-conditioned sparse linear systems. Zbl 1379.65019
Carson, Erin; Higham, Nicholas J.
6
2017
Accuracy of the \(s\)-step Lanczos method for the symmetric eigenproblem in finite precision. Zbl 1319.65024
Carson, Erin; Demmel, James W.
5
2015
Communication lower bounds and optimal algorithms for numerical linear algebra. Zbl 1396.65082
Ballard, G.; Carson, E.; Demmel, J.; Hoemmen, M.; Knight, N.; Schwartz, O.
9
2014
A residual replacement strategy for improving the maximum attainable accuracy of \(s\)-step Krylov subspace methods. Zbl 1302.65075
Carson, Erin; Demmel, James
7
2014
An efficient deflation technique for the communication-avoiding conjugate gradient. Zbl 1312.65040
Carson, Erin; Knight, Nicholas; Demmil, James
2
2014
Avoiding communication in nonsymmetric Lanczos-based Krylov subspace methods. Zbl 1281.65057
Carson, Erin; Knight, Nicholas; Demmel, James
10
2013

Citations by Year

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