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Nathan D. Monnig
Nathan D. Monnig
Principal Data Scientist at Kount Inc
Verified email at kount.com - Homepage
Title
Cited by
Cited by
Year
The Resistance Perturbation Distance: A Metric for the Analysis of Dynamic Networks
ND Monnig, FG Meyer
Discrete Applied Mathematics 236, 347-386, 2018
352018
Inverting nonlinear dimensionality reduction with scale-free radial basis function interpolation
ND Monnig, B Fornberg, FG Meyer
Applied and Computational Harmonic Analysis 37 (1), 162-170, 2014
192014
Ensemble solute transport in two‐dimensional operator‐scaling random fields
ND Monnig, DA Benson, MM Meerschaert
Water resources research 44 (2), 2008
92008
Inverting non-linear dimensionality reduction with scale-free radial basis interpolation
ND Monnig, B Fornberg, FG Meyer
arXiv preprint arXiv:1305.0258, 2013
72013
From nonlinear embedding to graph distances: a spectral perspective.
ND Monnig
University of Colorado at Boulder, 2015
2015
Sparse representation for vehicle recognition
ND Monnig, W Sakla
Automatic Target Recognition XXIV 9090, 167-178, 2014
2014
Diffusion, Dispersion, and Uncertainty in Anisotropic Fractal Porous Media
ND Monnig, DA Benson
AGU Fall Meeting Abstracts 2007, H23G-1709, 2007
2007
STRONGLY ANNOMALOUS SOLUTE TRANSPORT IN ANISOTROPIC FRACTAL FIELDS
ND MONNIG
2007 GSA Denver Annual Meeting, 2007
2007
Lagrangian Simulation of Heavy-Tailed Nonlocal Transport in Lab-and Field-Scale Tests: Is There Such a Thing as a Local Scale?
D Benson
Computational and Numerical Geosciences, 24, 2007
2007
Ensemble Solute Transport in 2-D Operator-Scaling Random
ND Monnig, DA Benson, MM Meerschaert
2007
Ensemble Solute Transport in 2-D Operator-Stable Random Fields
ND Monnig, DA Benson
AGU Fall Meeting Abstracts 2006, H43A-0474, 2006
2006
Ensemble Solute Transport in 2-D Operator Stable Random Hydraulic Conductivity Fields
ND Monnig, DA Benson
Ensemble Results of Solute Transport in 2D Operator-Stable Random Fields
N Monnig, D Benson
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Articles 1–13