Rank: 1254 based on 117 downloads (last 30 days) and 4 files submitted
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Nathan Cahill

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43.11686, -77.56293

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Associate Professor, School of Mathematical Sciences, Rochester Institute of Technology, Rochester, NY, USA

Professional Interests:
medical imaging, computer vision

 

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15 May 2014 Characteristic path length, global and local efficiency, and clustering coefficient of a graph Computes various graph-theoretic properties related to network connectivity Author: Nathan Cahill graph theory, characteristic path l..., global efficiency, local efficiency, clustering coefficien... 27 0
17 Mar 2014 Spatial-Spectral Schroedinger Eigenmaps Graph-based dimensionality reduction technique for image data Author: Nathan Cahill schroedinger eigenmap..., laplacian eigenmaps, dimensionality reduct..., spatial spectral fusi... 21 0
06 Feb 2013 Nonrigid image registration with fractional differential equations Solves fractional vector Helmholtz equation in 2D and 3D for use in nonrigid image registration Author: Nathan Cahill image processing, medical, image registration 38 0
28 Apr 2008 N-Dimensional BSplines Construct coefficients of interpolating or smoothing BSplines from N-dimensional array, analytically Author: Nathan Cahill approximation, interpolation, spline, construct coefficient..., ndimensional, bsplines 31 4
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07 Jan 2014 N-Dimensional BSplines Construct coefficients of interpolating or smoothing BSplines from N-dimensional array, analytically Author: Nathan Cahill maryam

15 Feb 2013 N-Dimensional BSplines Construct coefficients of interpolating or smoothing BSplines from N-dimensional array, analytically Author: Nathan Cahill Manu

Excellent Toolbox. Thanks!

20 Jan 2013 N-Dimensional BSplines Construct coefficients of interpolating or smoothing BSplines from N-dimensional array, analytically Author: Nathan Cahill M, Farhad

Thank you very much for the useful code! Is it possible to implement the code on parallel computers for volume image interpolation?

22 Nov 2011 N-Dimensional BSplines Construct coefficients of interpolating or smoothing BSplines from N-dimensional array, analytically Author: Nathan Cahill Fer

10 Feb 2009 N-Dimensional BSplines Construct coefficients of interpolating or smoothing BSplines from N-dimensional array, analytically Author: Nathan Cahill Manandhar, Prakash

Thanks... Could it be possible to add circular and mirror boundary conditions and non-uniform nodal points?

Prakash.

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