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Nathan Reff
Nathan Reff
Manager, Applied Science at Relativity
Verified email at relativity.com
Title
Cited by
Cited by
Year
Spectral properties of complex unit gain graphs
N Reff
Linear algebra and its applications 436 (9), 3165-3176, 2012
1002012
An oriented hypergraphic approach to algebraic graph theory
N Reff, LJ Rusnak
Linear Algebra and its Applications 437 (9), 2262-2270, 2012
532012
Spectral properties of oriented hypergraphs
N Reff
arXiv preprint arXiv:1506.05054, 2015
362015
Oriented gain graphs, line graphs and eigenvalues
N Reff
Linear Algebra and its Applications 506, 316-328, 2016
332016
Lower bounds for the Laplacian spectral radius of an oriented hypergraph.
O Kitouni, N Reff
Australas. J Comb. 74, 408-422, 2019
222019
Spectra of cycle and path families of oriented hypergraphs
L Duttweiler, N Reff
Linear Algebra and its Applications 578, 251-271, 2019
212019
Intersection graphs of oriented hypergraphs and their matrices
N Reff
AUSTRALASIAN JOURNAL OF COMBINATORICS 65, 108–123, 2016
212016
Balancedness and the least Laplacian eigenvalue of some complex unit gain graphs
F Belardo, M Brunetti, N Reff
Discussiones Mathematicae Graph Theory 40 (2), 417-433, 2020
132020
Spectra of quaternion unit gain graphs
F Belardo, M Brunetti, NJ Coble, N Reff, H Skogman
Linear Algebra and its Applications 632, 15-49, 2022
102022
A connection between Hadamard matrices, oriented hypergraphs and signed graphs
N Reff, H Skogman
Linear Algebra and its Applications 529, 115-125, 2017
92017
Spectra of complex unit hypergraphs
R Mulas, N Reff
arXiv preprint arXiv:2011.10458, 2020
52020
Gain graphs, group-oriented hypergraphs, and matrices
NH Reff
State University of New York at Binghamton, 2012
42012
New bounds for the Laplacian spectral radius of a signed graph
N Reff
arXiv preprint arXiv:1103.4629, 2011
12011
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Articles 1–13