Mihajlovic, Milan D. - School of Computer Science, University of Manchester Institute of Science and Technology

• Element resequencing for use with a multiple front algorithm J. A. Scott
• RAL-TR-2004-009 A filter-trust-region method for
• Technical Report RAL-TR-2004-031
• MA47, a Fortran code for direct solution of indefinite sparse symmetric linear systems
• RAL-TR-95-040 Exploiting zeros on the diagonal in the direct solution of indefinite sparse
• RAL-TR-2004-016 Council for the Central Laboratory of the Research Councils
• RAL-TR-2002-030 The New Features of Fortran 2000
• RAL-TR-2006-001 Council for the Central Laboratory of the Research Councils
• An Arnoldi code for computing selected eigenvalues of sparse real unsymmetric matrices
• RAL-TR-2008-009 March 13, 2008
• Technical Report RAL-TR-2005-004
• RAL-TR-2004-018 Council for the Central Laboratory of the Research Councils
• Technical Report RAL-TR-2004-040
• RAL-TR-2008-023 September 3, 2008
• (Revised) RAL-TR-2002-021 A Chebyshev-based two-stage iterative method as an
• The advantages of Fortran 90 Fortran 77 is the most widely used language for scientific
• Technical Report RAL-TR-2005-011
• RAL-TR-2006-031 Council for the Central Laboratory of the Research Councils
• Policy on Supervision for Postgraduate Research Degrees November 2008
• Technical Report RAL-TR-2007-006
• RAL-TR-2007-001 Council for the Central Laboratory of the Research Councils
• RAL-TR-2004-026 Council for the Central Laboratory of the Research Councils
• RAL-TR-2007-016 October 1, 2007
• RAL-TR-2008-007 March 4, 2008
• RAL-TR-2008-006 February 12, 2008
• RAL-TR-2008-005 February 4, 2008
• RAL-TR-98-027 Implicit scaling of linear least squares problems
• Technical Report RAL-TR-2004-032
• RAL-TR-2008-017 June 16, 2008
• RAL-TR-2004-017 Council for the Central Laboratory of the Research Councils
• RAL-TR-2006-013 Council for the Central Laboratory of the Research Councils
• Technical Report RAL-TR-2006-007
• Technical Report RAL-TR-2005-007
• RAL-TR-2006-026 Council for the Central Laboratory of the Research Councils
• CSAR Application Form [25/08/2004] Page 1 of 7
• RAL-TR-2008-010 March 17, 2008
• RAL-TR-98-016 Ordering symmetric sparse matrices
• RAL-TR-2007-007 October 1, 2007
• Technical Report RAL-TR-2004-030
• 1 Introduction We are interested in computing a few eigenvalues and the corresponding eigenvectors of a large sparse
• The design of a new frontal code for solving sparse unsymmetric systems I. S. Duff and J. A. Scott
• RAL-TR-2008-018 June 18, 2008
• RAL-TR-2008-028 22nd August 2008
• Technical Report RAL-TR-2004-029
• Technical Report RAL-TR-2007-002
• RAL-TR-2006-027 May 6, 2008
• RAL-TR-2006-015 Council for the Central Laboratory of the Research Councils
• Numerical Analysis Group Internal Report 2002-1 Results from a numerical evaluation of LANCELOT B
• RAL-TR-2007-014 December 2007
• MA48, a Fortran code for direct solution of sparse unsymmetric linear systems of equations
• RAL-TR-95-039 The design of MA48, a code for the direct solution of sparse
• RAL-TR-1998-060 Co-Array Fortran for parallel programming
• RAL-TR-96-015 NUMERICAL ANALYSIS GROUP
• RAL-TR-96-010 MA46, a FORTRAN code for direct solution of sparse unsymmetric linear
• Technical Report RAL-TR-2005-026
• RAL-TR-2008-029 October 2008. Revised December 2009.
• MA42 A new frontal code for solving sparse unsymmetric systems I. S. Duff and J. A. Scott
• RAL-TR-2007-022 March 2008 (revised June 2008)
• Numerical Analysis Group Internal Report 2004-1
• Technical Report RAL-TR-2006-010
• NUMERICAL ANALYSIS GROUP PROGRESS REPORT
• Migrating a Scientific Application from MPI to Coarrays John V Ashby and John K Reid
• Technical Report RAL-TR-2004-033
• RAL-TR-2004-006 Council for the Central Laboratory of the Research Councils
• Technical Report RAL-TR-2004-020
• During the summer there are two types of university hall accommodation available: En-suite self-catering
• Computing selected eigenvalues of sparse unsymmetric matrices using subspace iteration
• RAL-TR-2003-036 HSL MC73 : A fast multilevel Fiedler and profile
• RAL-TR-2008-024 October 2008
• RAL-TR-2008-016 J. A. Scott
• Numerical Analysis at the Victoria University of Manchester, The development of Numerical Analysis in Manchester was stimulated by the pioneering
• RAL-TR-2001-034 A Scaling Algorithm to Equilibrate Both
• RAL-TR-2005-001 Council for the Central Laboratory of the Research Councils
• An Introduction to UNIX Andrew Hazel
• RAL-TR-2008-027 August 2008
• RAL-TR-2004-036 Council for the Central Laboratory of the Research Councils
• RAL-TR-2008-026 August 12, 2008
• RAL-TR-2008-019 June 18, 2008
• RAL-TR-2008-013 May 6, 2008
• A Quadratic Programming Bibliography Nicholas I. M. Gould
• On approximate-inverse preconditioners1 N. I. M. Gould and J. A. Scott
• Technical Report RAL-TR-2006-014
• Technical Report RAL-TR-2006-006
• RAL-TR-2006-016 Council for the Central Laboratory of the Research Councils
• RALTR97054 A numerical comparison between the
• A numerical comparison between the LANCELOT and MINOS packages
• On the Use of ElementbyElement Preconditioners to Solve Large Scale Partially Separable Optimization
• RALTR96096 A primaldual algorithm for minimizing
• RALTR2001005 Incremental norm estimation for dense and sparse
• RALTR2002019 A class of incomplete orthogonal factorization
• RALTR2003023 Using spectral low rank preconditioners for large
• speci ed. Text typewriter-style
• RALTR1998054 Direct Methods 1
• RAL-TR-2000-040 Componentwise fast convergence in the solution
• RALTR97001 Performance issues for frontal
• RALTR98031 On ordering elements for a frontal solver. \Lambda
• RALTR98003 A linesearch algorithm with memory
• Solution of Unassembled Linear Systems Using Block Stretching: Preliminary Experiments.
• RAL-TR-2001-023 Dual variable methods for mixed-hybrid nite element
• RALTR96023 An evaluation of Arnoldi based software for
• RALTR2000030 Twostage ordering for unsymmetric parallel
• RALTR95037 Constructing appropriate models for largescale,
• characters. information
• CUTE: Constrained and unconstrained testing environment
• RAL-TR-2003-003 Global Convergence of a Non-monotone
• RALTR97046 A combined unifrontal/multifrontal method for
• RAL-TR-2003-004 A Multidimensional Filter Algorithm
• RALTR1999035 Row ordering for frontal solvers in chemical process
• RAL-TR-2002-032 An Active-Set Algorithm for Nonlinear
• RALTR1999037 Reversing the row order for the rowbyrow frontal
• RALTR2002016 Sparse symmetric preconditioners for dense linear
• RALTR97055 A note on the secondorder convergence of
• RALTR97058 Implicitly restarted Arnoldi methods and
• \textbf{Bold} \textsl{italic}
• RAL-TR-2003-022 An interior-point ` 1 -penalty method
• RALTR2002024 MA57 A new code for the solution of sparse
• RALTR2002018 Algorithm xxx: a reference model implementation
• RALTR2001003 Analysis and comparison of two general sparse solvers for
• RALTR1999011 (Revised December 1999) Locking and restarting quadratic eigenvalue
• RALTR98028 Numerical Analysis Group Progress Report
• RAL-TR-2003-013 On the Convergence of Successive Linear
• RALTR2002020 A class of spectral twolevel preconditioners 1
• RAL-TR-2003-017 FILTRANE, a Fortran 95 lter-trust-region
• RALTR2001039 Implementing Hager's exchange methods for matrix
• RAL-TR-2002-009 CUTEr (and SifDec), a Constrained and
• RALTR1999025 (Revised November 1999) Dangers in changing poles in the rational
• Technical Report RALTR2005005
• ISSN 13601725 Introduction to the numerical analysis of
• information University,
• RALTR96047 Sparse numerical linear algebra: direct
• RALTR97031 The RutherfordBoeing Sparse Matrix Collection 1
• RALTR1999045 A class of incomplete orthogonal factorization methods. I
• RALTR98005 SubspacebySubspace Preconditioners
• RALTR96014 A Blocked Implementation of Level 3 BLAS for
• RALTR97071 The modified absolutevalue factorization
• RALTR1999027 Developments and Trends in the Parallel Solution
• RALTR97041 Exploiting zeros in frontal solvers. \Lambda
• RALTR96102 A comparison of frontal software with other
• Users' Guide for the HarwellBoeing Sparse Matrix Collection 1
• RALTR1999059 A fully asynchronous multifrontal solver using distributed
• RALTR1998052 Preconditioning and Parallel Preconditioning 1
• RALTR2000011 The design of a block rational Lanczos code with
• RALTR1999072 The Impact of High Performance Computing in the
• RALTR95049 Level 3 Basic Linear Algebra Subprograms for
• RALTR1998057 AD01, a Fortran 90 code for automatic
• RALTR1998076 Matrix Methods 1
• RALTR1999055 SQP methods for largescale
• RAL-TR-2001-037 A Network Programming approach in Solving Darcy's
• RALTR1998051 Multifrontal Parallel Distributed Symmetric and
• RALTR1999041 Global convergence of trustregion
• RALTR2000001 Numerical Analysis Group Progress Report
• RAL-TR-2001-026 An iterative working-set method
• RALTR1999054 A primaldual trustregion algorithm for minimizing
• RALTR2002010 Numerical Analysis Group Progress Report
• RAL-TR-2002-034 A Stopping Criterion for the Conjugate Gradient Algorithm in
• RALTR98056 A new row ordering strategy for frontal solvers. \Lambda
• RALTR2002029 Jacobian Code Generated by Source Transformation
• RALTR96013 A projection method for the solution of
• RALTR96022 An evaluation of subspace iteration software for
• RALTR2002033 A parallel direct solver for large sparse highly unsymmetric
• RALTR98039 An Integrated Programming Environment for
• RAL-TR-2002-031 An introduction to algorithms
• RALTR1999030 On algorithms for permuting large entries to the diagonal of
• RALTR2002028 Task scheduling in an asynchronous distributed
• RALTR2002012 Parallel frontal solvers for large sparse linear systems
• Technical Report RALTR2005014
• RALTR96042 Methods for Nonlinear Constraints in
• RAL-TR-2003-009 STOPPING CRITERIA FOR ITERATIONS IN
• RALTR96102 A comparison of frontal software with other
• RALTR97064 Exploiting Negative Curvature Directions in
• RALTR1999039 Application of a domain decomposition
• RALTR2001011 The design of a portable parallel frontal solver for
• RALTR97012 MA62 A frontal code for sparse
• RAL-TR-2000-014 Superlinear convergence of primal-dual interior
• RALTR1998064 Iterative methods for illconditioned
• RALTR97028 Solving the trustregion subproblem
• RAL-TR-2001-017 Numerical methods for large-scale
• RALTR2003020 Ordering techniques for singly bordered block
• RAL-TR-2002-001 Preprocessing for quadratic programming
• Numerical Analysis Group Internal Report 2003-1 Some re ections on the current state of
• RAL-TR-2003-019 A numerical evaluation of HSL packages
• RAL-TR-2001-033 Global convergence of a hybrid trust-region
• RAL-TR-2002-014 GALAHAD, a library of thread-safe Fortran 90
• RALTR2001004 Performance and tuning of two distributed memory sparse
• RALTR1999016 Constraint preconditioning for
• TR/PA/92/74 (Revised) A Parallel Block Implementation of Level 3
• RAL-TR-2003-024 Combining fast multipole techniques and an approximate inverse
• RALTR2000009 Some sparse pattern selection strategies for robust
• RALTR1998069 On the solution of equality constrained
• RALTR2000010 The Lanczos method with semiinner
• RALTR1999075 The design of a parallel frontal solver
• COMMUNICATIONS IN NUMERICAL METHODS IN ENGINEERING Commun. Numer. Meth. Engng 2000; 16:112 Prepared using cnmauth.cls [Version: 2000/03/22 v1.0]
• A fast parallel solver for the biharmonic problem
• Ecient parallel solvers for the biharmonic equation
• BIT Numerical Mathematics 0006-3835/03/4301-0001 $16.00 2003, Vol. 43, No. 1, pp. 001{018 c
• A numerical investigation of some problems associated with the biharmonic operator
• NUMERICAL LINEAR ALGEBRA WITH APPLICATIONS Numer. Linear Algebra Appl. 2002; 00:116 Prepared using nlaauth.cls [Version: 2000/03/22 v1.0]
• RAL-TR-2007-021 December 2007
• COMMUNICATIONS IN NUMERICAL METHODS IN ENGINEERING Commun. Numer. Meth. Engng 2000; 16:1--12 Prepared using cnmauth.cls [Version: 2000/03/22 v1.0]
• An Ecient Direct Solver for a Class of Mixed Finite Element B.M. Brown 1 , P.K. Jimack 2 , M.D. Mihajlovi c 3
• NUMERICAL LINEAR ALGEBRA WITH APPLICATIONS Numer. Linear Algebra Appl. 2002; 00:1--16 Prepared using nlaauth.cls [Version: 2000/03/22 v1.0]
• On the Accurate Finite Element Solution of a Class of Fourth Order Eigenvalue Problems
• Modelling 3D semi-deformable tubes in real time A.N.F. Klimowicz, M.D. Mihajlovic *