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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