Byrne, Charles - Department of Mathematical Sciences, University of Massachusetts at Lowell

• 92.530 Applied Mathematics I: Solutions to Homework Problems in Chapter 12
• 92.531 Applied Mathematics II Dr. Charles Byrne Course Overview
• "Signal Processing: A Mathematical Approach" -
• Iterative Optimization in Medical Imaging Charles Byrne
• The CQ Algorithm: Extensions and Applications Charles Byrne
• 92.531 Applied Mathematics II: Solutions to Homework Problems in Chapter 13
• 92.548 Mathematics of Signal Processing Spring 2011 Dr. Charles Byrne Text: The text for the course is "Mathematics of Signal Processing: A First Course" ,
• Iterative Algorithms in Tomography Charles Byrne (Charles Byrne@uml.edu),
• 92.530 Applied Mathematics I Dr. Charles Byrne Course Overview
• Selected Topics in Applied Mathematics
• Notes on Fourier Coefficients as Data Charles Byrne (Charles Byrne@uml.edu)
• 92.531 Applied Mathematics II: Solutions to Homework Problems in Chapter 6
• Notes on The Calculus of Variations Charles Byrne (Charles Byrne@uml.edu)
• Mathematics of Signal Processing: A First Course
• The EMML and SMART Algorithms Charles Byrne (Charles Byrne@uml.edu)
• Signal Processing for Medical Imaging Charles L. Byrne
• INSTITUTE OF PHYSICS PUBLISHING PHYSICS IN MEDICINE AND BIOLOGY Phys. Med. Biol. 51 (2006) 23532365 doi:10.1088/0031-9155/51/10/001
• INSTITUTE OF PHYSICS PUBLISHING INVERSE PROBLEMS Inverse Problems 21 (2005) 20712084 doi:10.1088/0266-5611/21/6/017
• Inverse Problems 16 (2000) 14051419. Printed in the UK PII: S0266-5611(00)11419-4 Block-iterative interior point optimization methods for image
• INSTITUTE OF PHYSICS PUBLISHING INVERSE PROBLEMS Inverse Problems 18 (2002) 441453 PII: S0266-5611(02)27157-9
• Bounds on the Largest Singular Value of a Matrix and the Convergence of Simultaneous and
• A First Course in Optimization: Answers to Selected Exercises
• Signal Processing for Medical Imaging Charles L. Byrne
• Prior Knowledge and Resolution Enhancement Charles Byrne
• Alternating and Sequential Unconstrained Minimization Algorithms
• A Time-Averaged Projection Matrix Approach to Motion Compensation
• CHOOSING PARAMETERS IN BLOCK-ITERATIVE OR ORDERED SUBSET RECONSTRUCTION
• Kepler's Laws of Planetary Motion Charles Byrne (Charles Byrne@uml.edu)
• Notes on: Iterative Oblique Projection onto Convex Sets, the Split Feasibility Problem and the
• Inner Product Spaces and Orthogonal Functions Charles Byrne (Charles Byrne@uml.edu)
• The Multiplicative Algebraic Reconstruction Technique Solves the Geometric Programming
• Image reconstruction from limited Fourier data Hsin M. Shieh
• Choosing parameters in block-iterative or ordered subset reconstruction algorithms
• Image reconstruction: a unifying model for resolution enhancement
• The Split feasibility Problem and the CQ Algorithm Particular Cases and Extensions Applications of the CQ Algorithm Sequential U The CQ Algorithm: Extensions and
• Incorporating Prior Knowledge in Image Reconstruction through the Choice of the Hilbert
• Notes on iterative fixed point algorithms Charles Byrne (Charles Byrne@uml.edu)
• A First Course in Optimization Charles L. Byrne
• A Brief History of Electromagnetism Charles Byrne (Charles Byrne@uml.edu)
• Trigonometric Approximation Notes Charles L. Byrne
• Block-Iterative Algorithms Charles Byrne (Charles Byrne@uml.edu)
• Notes and Problems for Applied Mathematics I
• 92.530 Applied Mathematics I: Solutions to Homework Problems in Chapter 8
• 92.530 Applied Mathematics I: Solutions to Homework Problems in Chapter 7
• Alternating Minimization and Alternating Projection Algorithms: A Tutorial
• Errata in "Applied Iterative Charles L. Byrne
• 92.523 Linear Algebra Dr. Charles Byrne Course Overview
• 92.572 Optimization Dr. Charles Byrne Course Overview
• Notes on reconstructing the data cube in hyperspectral image processing
• Iterative Optimization in Medical Imaging Charles Byrne
• 92.530 Applied Mathematics I: Solutions to Homework Problems in Chapter 4
• Applied and Computational Linear Algebra: A First Course
• 92.564 Applied Linear Algebra Dr. Charles Byrne Course Overview
• Iterative image reconstruction using prior Hsin M. Shieh
• 92.530 Applied Mathematics I: Solutions to Homework Problems in Chapter 1
• Matrix Games and Optimization The theory of two-person games is largely the work of John von Neumann, and was
• "Signal Processing: A Mathematical Approach" -
• 92.530 Applied Mathematics I: Solutions to Homework Problems in Chapters 2 and 3
• Curriculum Vitae Charles Byrne (Charles Byrne@uml.edu)
• Mathematics of Signal Processing: A First Course
• Applied and Computational Linear Algebra: A First Course
• EM Algorithms Charles Byrne (Charles Byrne@uml.edu)
• Discrete Signal Processing Notes Charles L. Byrne
• 92.531 Applied Mathematics II: Solutions to Homework Problems in Chapter 5
• A First Course in Optimization Charles L. Byrne
• Notes on blockiterative or ordered subset methods for image reconstruction
• Applications of Matrices and Linear Algebra 1 Curves and Surfaces Through Given Points
• Resolution enhancement of imaging small-scaled portions in a compactly-support function
• Notes on Random Processes Charles Byrne (Charles Byrne@uml.edu)
• EM Algorithms Charles Byrne (Charles Byrne@uml.edu)
• Prior Knowledge and Resolution Enhancement Charles Byrne
• The Trans-Atlantic Cable Charles Byrne (Charles Byrne@uml.edu)
• IOP PUBLISHING INVERSE PROBLEMS Inverse Problems 24 (2008) 015013 (27pp) doi:10.1088/0266-5611/24/1/015013
• Feedback in Iterative Algorithms Charles Byrne (Charles Byrne@uml.edu),
• INSTITUTE OF PHYSICS PUBLISHING INVERSE PROBLEMS Inverse Problems 20 (2004) 103120 PII: S0266-5611(04)68668-0
• Notes on The Laplace Transform and the Ozone Charles Byrne (Charles Byrne@uml.edu)
• 92.530 Applied Mathematics I: Solutions to Homework Problems in Chapter 15
• Research Summaries Charles L. Byrne
• Selected Topics in Applied Mathematics
• International Journal of Pure and Applied Mathematics Volume 73 No. 4 2011, 405-434
• A Note on Iterative Optimization Charles L. Byrne
• International Journal of Pure and Applied Mathematics Volume 73 No. 4 2011, 379-403