A. Forsgren

发表

Interior Methods for Nonlinear Optimization

Anders Forsgren, Philip E. Gill, Margaret H. Wright, 2002, SIAM Rev..

Newton methods for large-scale linear equality-constrained minimization

W. Murray, A. Forsgren, 1993 .

Relations between divergence of multipliers and convergence to infeasible points in primal-dual interior methods for nonconvex nonlinear programming by Göran Sporre and Anders Forsgren Optimization and Systems Theory

A. Forsgren, Göran Sporre, 2002 .

Inertia-controlling factorizations for optimization algorithms

A. Forsgren, 2002 .

Primal-Dual Interior Methods for Nonconvex Nonlinear Programming

Anders Forsgren, Philip E. Gill, P. Gill, 1998, SIAM J. Optim..

Computing Modified Newton Directions Using a Partial Cholesky Factorization

Anders Forsgren, Philip E. Gill, Walter Murray, 1995, SIAM J. Sci. Comput..

On the identification of local minimizers in inertia-controlling methods for quadratic programming

P. Gill, W. Murray, A. Forsgren, 1991 .

Department of Mathematics Optimality Conditions for Nonconvex Semideenite Programming Optimization and Systems Theory Optimality Conditions for Nonconvex Semidefinite Programming

A. Forsgren, 1998 .

Primal and dual active-set methods for convex quadratic programming

Anders Forsgren, Philip E. Gill, Elizabeth Wong, 2015, Mathematical Programming.

Newton Methods For Large-Scale Linear Inequality-Constrained Minimization

Anders Forsgren, Walter Murray, W. Murray, 1997, SIAM J. Optim..

Iterative Solution of Augmented Systems Arising in Interior Methods

Anders Forsgren, Philip E. Gill, Joshua D. Griffin, 2007, SIAM J. Optim..

Stability of Symmetric Ill-Conditioned Systems Arising in Interior Methods for Constrained Optimization

Joseph R. Shinnerl, Anders Forsgren, Philip E. Gill, 1996, SIAM J. Matrix Anal. Appl..

ON THE BEHAVIOR OF THE CONJUGATE-GRADIENT METHOD ON ILL-CONDITIONED PROBLEMS

A. Forsgren, 2006 .

On limited-memory quasi-Newton methods for minimizing a quadratic function

A. Forsgren, D. Ek, 2018, 1809.10590.

CHARACTERIZATION OF THE LIMIT POINT OF THE CENTRAL PATH IN SEMIDEFINITE PROGRAMMING

A. Forsgren, Göran Sporre, 2002 .

Active-set methods for convex quadratic programming

P. Gill, A. Forsgren, Elizabeth Wong, 2015 .

Approximate solution of system of equations arising in interior-point methods for bound-constrained optimization

A. Forsgren, D. Ek, 2020, Comput. Optim. Appl..

Novel column generation-based optimization approach for poly-pathway kinetic model applied to CHO cell culture

A. Forsgren, Erika Hagrot, H. A. Oddsdóttir, 2018, Metabolic engineering communications.

Robustness analysis of elementary flux modes generated by column generation.

A. Forsgren, Erika Hagrot, H. A. Oddsdóttir, 2016, Mathematical biosciences.

A conjugate-gradient based approach for approximate solutions of quadratic programs

A. Forsgren, F. Carlsson, 2008 .

On the use of a modified Newton method for nonlinear finite element analysis

A. Forsgren, U. Ringertz, 1993 .

Maximizing the probability of satisfying the planning criteria in radiation therapy under setup uncertainty

A. Forsgren, B. Hårdemark, A. Fredriksson, 2013 .

AN ELEMENTARY PROOF OF OPTIMALITY CONDITIONS FOR LINEAR PROGRAMMING

A. Forsgren, 2008 .

An Optimization Approach to Joint Cell , Channel and Power Allocation in Multicell Networks

A. Forsgren, M. Fallgren, Gábor Fodor, 2011 .

Robust generation of elementary flux modes

A. Forsgren, Erika Hagrot, Véronique Chotteau, 2015, 1503.03459.

On exact linesearch quasi-Newton methods for minimizing a quadratic function

A. Forsgren, T. Odland, Tove Odland, 2015, Comput. Optim. Appl..

On solving symmetric systems of linear equations in an unnormalized Krylov subspace framework

A. Forsgren, T. Odland, Tove Odland, 2014, 1409.4937.

On dynamically generating relevant elementary flux modes in a metabolic network using optimization

A. Forsgren, Erika Hagrot, H. A. Oddsdóttir, 2014, Journal of Mathematical Biology.

On column generation approaches for approximate solutions of quadratic programs in intensity-modulated radiation therapy

A. Forsgren, F. Carlsson, 2014, Annals of Operations Research.

Robust Model Predictive Control for Adaptive Radiation Therapy

Anders Forsgren, J. Karlsson, Kjell Eriksson, 2017 .

On the connection between the conjugate gradient method and quasi-Newton methods on quadratic problems

A. Forsgren, Tove Odland, 2014, Computational Optimization and Applications.

Minimax optimization for handling range and setup uncertainties in proton therapy.

Anders Forsgren, Björn Hårdemark, Albin Fredriksson, 2011, Medical physics.

An Algorithm for Approximating Convex Pareto Surfaces Based on Dual Techniques

Anders Forsgren, Rasmus Bokrantz, A. Forsgren, 2013, INFORMS J. Comput..

Optimality conditions for nonconvex semidefinite programming

Anders Forsgren, A. Forsgren, 2000, Math. Program..

On Weighted Linear Least-Squares Problems Related to Interior Methods for Convex Quadratic Programming

Anders Forsgren, Göran Sporre, A. Forsgren, 2001, SIAM J. Matrix Anal. Appl..

A. Forsgren, Göran Sporre, 2002 .

A structured modified Newton approach for solving systems of nonlinear equations arising in interior-point methods for quadratic programming

A. Forsgren, D. Ek, 2020, Computational Optimization and Applications.

Explicit optimization of plan quality measures in intensity‐modulated radiation therapy treatment planning

Anders Forsgren, Lovisa Engberg, Kjell Eriksson, 2016, Medical physics.

On the interplay between robustness and dynamic planning for adaptive radiation therapy

A. Forsgren, K. Eriksson, M. Boeck, 2018, Biomedical Physics & Engineering Express.

Toward robust adaptive radiation therapy strategies†

Kjell Eriksson, Anders Forsgren, Björn Hårdemark, 2016, Medical physics.

On column generation approaches for approximate solutions of quadratic programs in intensity-modulated radiation therapy

Anders Forsgren, Fredrik Carlsson, A. Forsgren, 2014, Ann. Oper. Res..

An elementary proof of linear programming optimality conditions without using Farkas' lemma

Anders Forsgren, Margaret H. Wright, M. H. Wright, 2014, 1407.1240.

Maximizing the probability of satisfying the clinical goals in radiation therapy treatment planning under setup uncertainty.

Anders Forsgren, Björn Hårdemark, Albin Fredriksson, 2015, Medical physics.

Primal and dual active-set methods for convex quadratic programming

P. Gill, A. Forsgren, Elizabeth Wong, 2015, Math. Program..

A DUAL ALGORITHM FOR APPROXIMATING PARETO SETS IN CONVEX MULTI-CRITERIA OPTIMIZATION

Anders Forsgren, Rasmus Bokrantz, A. Forsgren, 2011 .

An optimization derivation of the method of conjugate gradients.

A. Forsgren, D. Ek, 2020, 2011.02337.

On exact linesearch quasi-Newton methods for minimizing a quadratic function

A. Forsgren, Anders Forsgren, Tove Odland, 2017, Computational Optimization and Applications.

On the connection between the conjugate gradient method and quasi-Newton methods on quadratic problems

Anders Forsgren, Tove Odland, A. Forsgren, 2014, Comput. Optim. Appl..

A SUFFICIENTLY EXACT INEXACT NEWTON STEP BASED ON REUSING MATRIX INFORMATION

A. Forsgren, 2009 .

On Warm Starts for Interior Methods

Anders Forsgren, A. Forsgren, 2005, System Modelling and Optimization.

Using eigenstructure of the Hessian to reduce the dimension of the intensity modulated radiation therapy optimization problem

Anders Forsgren, Fredrik Carlsson, Henrik Rehbinder, 2006, Ann. Oper. Res..

Iterative regularization in intensity-modulated radiation therapy optimization.

Anders Forsgren, Fredrik Carlsson, A. Forsgren, 2005, Medical physics.

An Optimization Approach to Joint Cell , Channel and Power Allocation in Multicell Networks

A. Forsgren, M. Fallgren, Gábor Fodor, 2011 .

Telecommunications Network Design

A. Forsgren, M. Prytz, 2006, Handbook of Optimization in Telecommunications.