Minisymposia schedule

ABSTRACTS of Minisymposia

Monday 18

 

 

SESSION ORGANIZER(S) TITLE
11:00-12:40
MS 1 Edvin Deadman
Nick Higham
Recent advances in matrix functions
MS 2 Matthias Bolten Methods for Toeplitz matrices and their application
MS 3 Michael Tsatsomeros
Rafael Cantó
Matrix factorizations and applications
MS 4 Bart Vandereycken
Pierre-Antoine Absil
Algorithms on manifolds of low-rank matrices and tensors
MS 5 Irad Yavneh
Eran Treister
Advances in algebraic multigrid – New approaches and applications
MS 6 Chen Greif
Alison Ramage
Recent advances in fast iterative solvers – Part I of II
MS 7 Marc Baboulin
Haim Avron
Application of statistics to numerical linear algebra algorithms – Part I of II
MS 8 Vladmir Druskin
Stefan Güttel
Rational Krylov methods: analysis and applications – Part I of II
MS 9 Natália Bebiano
Carlos M. da Fonseca
New trends in tridiagonal matrices – Part I of II
15:00-16:40
MS 10 Nicola Guglielmi
Raphaël Jungers
Numerical algorithms for switching systems: from theory to applications
MS 11 Chen Greif
Alison Ramage
Recent advances in fast iterative solvers – Part II of II
MS 12 Marc Baboulin
Haim Avron
Application of statistics to numerical linear algebra algorithms – Part II of II
MS 13 Vladmir Druskin
Stefan Güttel
Rational Krylov methods: analysis and applications – Part II of II
MS 14 Natália Bebiano
Carlos M. da Fonseca
New trends in tridiagonal matrices – Part II of II
MS 15 Amir Niknejad Application of compressed sensing in bio-medicine
MS 16 Kees Vuik
Neil Budko
Preconditioning of non-normal linear systems arising in scattering problems
MS 17 Jeffrey J Hunter
Steve Kirkland
Markov chains

Tuesday 19

 

 

MS NUMBERS ORGANIZER(S) TITLE
11:00-12:40
MS 18 Martin Stoll
Andy Wathen
Preconditioning for PDE-constrained optimization – Part I of II
MS 19 Leslie Hogben
Steve Kirkland
Matrices and graphs – Part I of II
MS 20 Antonio Falco
Anthony Nouy
Tensor based methods for high dimensional problems in scientic computing – Part I of II
MS 21 Aydın Buluç
Oded Schwartz
Reducing communication in linear algebra – Part I of II
MS 22 Lothar Reichel
Hassane Sadok
Linear algebra for inverse problems – Part I of II
MS 23 David F. Gleich Modern matrix methods for large scale data and networks
MS 24 Olaf Schenk
Ping Tak Peter Tang
Novel and synergetic algorithms for multicore on multinode architecture
MS 25 Laura Grigori
Frederic Nataf
Direction preserving and filtering methods for solving sparse linear systems
MS 26 Sou-Cheng Choi Advances in Krylov subspace methods
15:00-16:40
MS 27 Martin Stoll
Andy Wathen
Preconditioning for PDE-constrained optimization – Part II of II
MS 28 Leslie Hogben
Steve Kirkland
Matrices and graphs – Part II of II
MS 29 Antonio Falco
Anthony Nouy
Tensor based methods for high dimensional problems in scientic computing – Part II of II
MS 30 Aydın Buluç
Oded Schwartz
Reducing communication in linear algebra – Part II of II
MS 31 Lothar Reichel
Hassane Sadok
Linear algebra for inverse problems – Part II of II
MS 32 Iain S. Duff
Esmond G. Ng
Orderings in sparse matrix computation
MS 33 Jens Saak
Alfredo Remon
Moving from multicore to manycore in applied linear algebra
MS 34 Sanzheng Qiao
Yimin Wei
Least squares methods and applications

Wednesday 20

 

 

MS NUMBERS ORGANIZER(S) TITLE
11:00-12:40
MS 35 Karl Meerbergen
Wim Michiels
Christophe Lecomte
Nonlinear eigenvalue problems
MS 36 Iain S. Duff
Luc Giraud
Hybrid solvers for sparse linear equations
MS 37 Hans De Sterck Optimization methods for tensor decomposition
MS 38 Dragana S. Cvetkovic
Nestor Thome
Yimin Wei
Generalized inverses and applications – Part I of II
MS 39 Eric de Sturler
Daniel B. Szyld
Challenges for the solution and preconditioning of multiple linear systems – Part I of II
MS 40 Froilán M. Dopico
Ilse C.F. Ipsen
Different perspectives on conditioning and numerical stability – Part I of II
MS 41 Athanasios C. Antoulas
Serkan Gugercin
Recent advances in model reduction – Part I of II
MS 42 Eric King-wah Chu
Wen-Wei Lin
Structured solution of nonlinear matrix equations and applications – Part I of II
15:00-16:40
MS 43 Eric de Sturler
Daniel B. Szyld
Challenges for the solution and preconditioning of multiple linear systems – Part II of II
MS 44 Froilán M. Dopico
Ilse C.F. Ipsen
Different perspectives on conditioning and numerical stability – Part II of II
MS 45 Athanasios C. Antoulas
Serkan Gugercin
Recent advances in model reduction – Part II of II
MS 46 Eric King-wah Chu
Wen-Wei Lin
Structured solution of nonlinear matrix equations and applications – Part II of II
MS 47 Dragana S. Cvetkovic
Nestor Thome
Yimin Wei
Generalized inverses and applications – Part II of II
MS 48 Matthias Bolten
Stefan Kunis
Parallelization of efficient algorithms
MS 49 Bruno Iannazzo Analysis and computation on matrix manifolds
MS 50 Tetsuya Sakurai
Nahid Emad
Advanced methods for large eigenvalue problems and their applications

Thursday 21

 

 

MS NUMBERS ORGANIZER(S) TITLE
11:00-12:40
MS 51 Takeshi Ogita
Siegfried M. Rump
Accurate and verified numerical computations for numerical linear algebra
MS 52 Tony Drummond
Nahid Emad
Jose E. Roman
Numerical linear algebra libraries for high end computing – Part I of II
MS 53 Massimiliano Ferronato
Carlo Janna
Luca Bergamaschi
Efficient preconditioners for real world applications – Part I of II
MS 54 Stephen Becker
Dirk Lorenz
Solving ill-posed systems via signal-processing techniques – Part I of II
MS 55 Hans Schneider
Peter Butkovic
Minisymposium on max-algebra – Part I of II
MS 56 Daniel Kressner
Julio Moro
Eigenvalue perturbations and pseudospectra – Part I of II
MS 57 Julianne Chung
Roummel Marcia
Numerical linear algebra and optimization in imaging applications – Part I of II
MS 58 Karl Meerbergen
Wim Michiels
Christophe Lecomte
Parametric eigenvalue problems – Part I of II
MS 59 Jianlin Xia
Xiaoye S. Li
Structured matrices and scientific computing – Part I of II
15:00-16:40
MS 60 Tony Drummond
Nahid Emad
Jose E. Roman
Numerical linear algebra libraries for high end computing – Part II of II
MS 61 Massimiliano Ferronato
Carlo Janna
Luca Bergamaschi
Efficient preconditioners for real world applications – Part II of II
MS 62 Stephen Becker
Dirk Lorenz
Solving ill-posed systems via signal-processing techniques – Part II of II
MS 63 Hans Schneider
Peter Butkovic
Minisymposium on max-algebra – Part II of II
MS 64 Daniel Kressner
Julio Moro
Eigenvalue perturbations and pseudospectra – Part II of II
MS 65 Julianne Chung
Roummel Marcia
Numerical linear algebra and optimization in imaging applications – Part II of II
MS 66 Karl Meerbergen
Wim Michiels
Christophe Lecomte
Parametric eigenvalue problems – Part II of II
MS 67 Jianlin Xia
Xiaoye S. Li
Structured matrices and scientific computing – Part II of II

Friday 22

 

 

MS NUMBERS ORGANIZER(S) TITLE
11:00-12:40
MS 68 Luca Gemignani
Raf Vandebril
Linear algebra for structured eigenvalue computations arising from (matrix) polynomials
MS 69 Alfredo Buttari
Sivan Toledo
Advances in sparse matrix factorization
MS 70 Roberto Barrio
Siegfried M. Rump
Accurate algorithms and applications
MS 71 Shaun Fallat
Steve Kirkland
Theoretical and applied aspects of graph Laplacians
MS 72 Vicente F. Candela
Rosa M. Peris
Linear techniques for solving nonlinear equations
MS 73 Beatrice Meini Algebraic Riccati equations associated with M-matrices: numerical solution and applications
MS 74 Valeria Simoncini
Daniel B. Szyld
Recent advances in the numerical solution of large scale matrix equations
MS 75 Martin Ehler
Johann Brauchart
Points that minimize potential functions