Graduate Students of Bo Kågström
Current PhD Students (alphabetic order)
Graduated Doctors (reversed chronological
order)
- Andrii Dmytryshyn (2015) Tools for Structured Matrix Computations: Stratifications and Coupled Sylvester Equations
- Meiyue Shao (2014 EPFL, co-supervised with Daniel Kressner) Dense and Structured Matrix Computations - the Parallel QR Algorithm and Matrix Exponentials
- Lars
Karlsson (2011)
Scheduling of Parallel Matrix Computations and Data Layout Conversion
for HPC and Multi-Core Architectures
- Stefan
Johansson (2009)
Tools for Control System Design - Stratification of Matrix Pairs and
Periodic Riccati Differential Equation Solvers
- Jeanette
Tångrot
(2008) Structural Information and Hidden Markov Models for
Biological Sequence Analysis
- Robert
Granat
(2007) Algorithms and Library Software for Periodic and Parallel
Eigenvalue Reordering and Sylvester-Type Matrix Equations with Condition
Estimation
- Claude
Lacoursière
(2007) Ghosts and Machines: Regularized Variational Methods and
Interactive Simulations of Multibodies with Dry Frictionoal Contacts
- Pedher
Johansson
(2006) Software Tools for Matrix Canonical Computatins and Web-Based
Software Library Environments
- Isak
Jonsson (2003)
Recursive
Blocked Algorithms, Data Structures, and High-Performance Software for
Solving Linear Systems and Matrix Equations
- Krister Dackland (1999)
Design, Modeling, and Evaluation of High-Performance Algorithms for
Matrix Factorizations and Matrix Pair Reductions
- Per Ling (1998)
High Performance Linear Algebra Kernels for Advanced Computer Architectures
- Peter Poromaa (1997)
High Performance Computing. Algorithms and Library Software for Sylvester
Equations and Certain Eigenvalue Problems with Applications in Condition
Estimation
- Erik Elmroth (1995)
Matrix Computations: Factorizing in Parallel and Surfing the Kronecker
Structure Hierarchies
- Anders Barrlund (1991)
Numerical Solution of Higher Index Differential/Algebraic Systems
Graduated Licentiates
(reversed chronological order)
- Angelika Schwarz (2019) Towards Efficient Overflow-Free Solvers for Systems of Triangular Type
- Mahmoud Eljammaly (2018) Identification and Tuning of Algorithmic Parameters in Parallel Matrix Computations: Hessenberg Reduction and Tensor Storage Format Conversion
- Björn Adlerborn(2016) Parallel Algorithms and Library Software for the Generalized Eigenvalue Problem on Distributed Memory Computer Systems
- Andrii Dmytryshyn (2014) Symmetric Matrix Pencils: Stratification Theory and Tools
- Meiyue
Shao (2012)
Parallel Variants and Library Software for the QR Algorithm and the
Computation of the Matrix Exponential of Essentially Nonnegative Matrices
- Lars
Karlsson (2009)
Blocked and Scalable Matrix Computations - Packed Cholesky, In-PlaceTranspositions,
and Two-Sided Transformations
- Robert
Granat
(2005) Contributions to Parallel Algorithms for Sylvester-type Matrix
Equations and Periodic Eigenvalue Reordering in Cyclic Matrix Products
- Stefan
Johansson
(2005) Stratification of Matrix Pencils in Systems and Control:
Theory and Algorithms
- Jeanette Tångrot (2003)
The Use of Structural Information to Improve Biological Sequence Similarity
Seraches
- Mikael Rännar (1999)
Algorithm Design for Parallel Matrix Computations Using CONLAB
- Petter Wiberg
(1998) Projections
and Surfaces in Numerical Methods for Eigenvalue Problems (now at University
of Warwick, UK)
- Erik Tärnvik (1993)
A Tool for Dynamic Load Balancing and its Application on a Combinatorial
Optimization Problem
- Erik Lindström (1993)
Parallel Unification Algorithms: From Theory to Practice (member of
the research group, Istvan Orci supervisor)
- Peter Jacobson (1992)
The CONcurrent Laboratory: Algorithm Design for and Simulation of Parallel
Architectures
Anders Barrlund, Krister Dackland, Erik Elmroth, Per Ling, and Peter
Poromaa have also finished a Licentiate Thesis before their PhD Theses
(not listed here).
Graduated MSc
Supervision of several MSc students over the years in diverse areas.
Below are a selection of MSc Theses listed whose topics are related to
the research group activities (reversed chronological order).
Listing to be revised! (Saknar Torkelsson, CONLAB-kompilator mm)
-
Robert
Granat (2003)
A
Parallel ScaLAPACK-style Sylvester Solver
- Stefan Johansson
(2003) Stratifiering av matrispar med tillämpningar inom styr- och
reglerteknik (supervised jointly with Erik Elmroth)
- Andreas Lindkvist (2003)
High-performance recursive BLAS kernels for new data formats for QR
factorization (supervised by Erik Elmroth)
Henriksson André, Jonsson Isak (1998)
High-Performance Matrix Multiplication on the IBM SP High Node
(supervised jointly with Fred Gustavson and Per Ling)
Ivar Holmqvist (1998) Netlink: Software
libraries at your fingertips (supervised by Erik Lindström)
Gustavsson Olov (1998) Parallell LU-faktorisering på en IBM-SMP nod.
Johansson Pedher (1998) StratiGraph - En Java-baserad användaryta för
beräkning och presentation av grafer som beskriver hierarkier av
Jordan- och Kroneckerstrukturer.
Wiberg Petter (1996) A Study of the HR and Extended HR
Methods for the Standard Eigenvalue Problem.
(Publiceras som UMINF-rapport nr 96.12.)
Blidh Pierre (1995) On the Parallelisation of Sparce Cholesky
Factorisation using the Multifrontal Method.
Malmgren Marleen (1995) On Parallel Conjugate Gradient Algorithms for
Solving Large Sparse Linear Systems.
Backman Fredrick (1993) DynaGraph: A Tool for Visualizing and
Debugging the Performance of Programs Developed using Dynamo.
Tärnvik Erik (se UMINF 91.05)
Jansson Mikael (1991) Evaluation of a Multigrid Method for Solving the
Euler Equations of Two Dimensional Aerodynamic Flow
Dackland Krister, Elmroth Erik: Parallella beräkningar på IBM
3090/600E VF: Blockalgoritmer för matrismultiplikation och
LU-faktorisering.
Eriksson Jerry, Jacobson Peter, Lindström Erik (1988) The CONLAB
Environment - A Tool for Developing and Testing of Parallell
Algorithms in Numerical Linear Algebra.
Barrlund Anders (1985) Numerisk behandling av differentialalgebraiska
system.
Edstedt Pär, Westin Marie (1981) Interaktiv beräkning av Jordans
normal form (JNF) i MATLAB.
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