Matthew Harker, Paul O'Leary,
University of Leoben, Austria
Matthew Harker and Paul O'Leary we work on discrete mathematics for inverse problems and machine vision. Discrete orthogonal basis functions and matrix algebraic approached to solving ODEs and PDEs are central to our research.
Professional Interests: matrix algebraic solutions to ODEs and PDEs
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Feeds
Submitted
figure2eps: version 1.3
Combine vector graphics, e.g. text, axis etc. with bitmap graphics for surfaces in one eps file.
11 years ago | 2 downloads |
Submitted
Solving Inverse IVPs and BVPs
real-time solution of inverse problems for embedded systems
11 years ago | 1 download |
Submitted
Discrete Orthogonal Polynomial Toolbox: DOPBox Version 1.8
A toolbox for discrete orthogonal polynomials and their applications to fitting, ODEs etc.
11 years ago | 6 downloads |
Submitted
Surface Reconstruction from Gradient Fields: grad2Surf Version 1.0
This toolbox is for the regularized reconstruction of a surface from its measured gradient field.
11 years ago | 7 downloads |
Submitted
publish2latex
Using full Latex markup in m-files to generate high quality documentation. Version 1.3
11 years ago | 10 downloads |
Submitted
Polynomial Toolbox: polyBox Version 2.1
Polanomial approximation, polynomials as admissible functions, a comprehensive tutorial.
11 years ago | 8 downloads |
Submitted
2D Polynomial Data Modelling: Version 1.0
This toolbox used discrete orthogonal polynomials to model 2D data, e.g. surfaces and images
11 years ago | 1 download |
Submitted
Ordinary Differential Equation Toolbox: ODEbox Version 1.1
This is a toolbos for the solution of ordinary differential equations including IVPs and BVPs.
12 years ago | 7 downloads |
Submitted
merge2latex Version 1.0
This tool merges a .tex file with an m-file to selectivly document code cells.
12 years ago | 1 download |
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