Author

Nathan Reff

Observed name: Reff, Nathan

Observed institutions: Binghamton University, Rochester Institute of Technology, Jacksonville University, SUNY Brockport

ORCID: 0000-0002-4899-8231

Observed ORCID: 0000-0002-4899-8231

OpenAlex ID: A5029336421

Spectral properties of complex unit gain graphs

2012 · Nathan Reff · Linear Algebra and its Applications · 107

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An oriented hypergraphic approach to algebraic graph theory

2012 · Nathan Reff, Lucas J. Rusnak · Linear Algebra and its Applications · 45

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Oriented gain graphs, line graphs and eigenvalues

2016 · Nathan Reff · Linear Algebra and its Applications · 40

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Spectral properties of oriented hypergraphs

2014 · Nathan Reff · Electronic Journal of Linear Algebra · 35

Spectra of cycle and path families of oriented hypergraphs

2019 · Luke Duttweiler, Nathan Reff · Linear Algebra and its Applications · 23

Spectra of quaternion unit gain graphs

2021 · Francesco Belardo, Maurizio Brunetti, et al. · Linear Algebra and its Applications · 19

Intersection Graphs of Oriented Hypergraphs and Their Matrices

2015 · Reff, Nathan · arXiv (Cornell University) · 16

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Balancedness and the least Laplacian eigenvalue of some complex unit gain graphs

2019 · Francesco Belardo, Maurizzo Brunetti, et al. · Discussiones Mathematicae Graph Theory · 15

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Lower bounds for the Laplacian spectral radius of an oriented hypergraph.

2019 · Ouail Kitouni, Nathan Reff · Australas. J Comb. · 13

A connection between Hadamard matrices, oriented hypergraphs and signed graphs

2017 · Nathan Reff, Howard Skogman · Linear Algebra and its Applications · 7

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Beyond the Bar: Generative AI as a Transformative Component in Legal Document Review

2024 · Eugene Yang, Roshanak Omrani, et al. · IEEE International Conference on Big Data (BigData) · 3

Spectra of complex unit hypergraphs

2024 · Raffaella Mulas, Nathan Reff · The Art of Discrete and Applied Mathematics · 2

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New Bounds for the Laplacian Spectral Radius of a Signed Graph

2011 · Reff, Nathan · arXiv (Cornell University) · 2

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Artificial Intelligence in Document Review: Statistically Defending the Process and Results of E-Discovery Workflows

2026 · Ahmadia, Aron, Reff, Nathan, et al. · UF Law Scholarship Repository (University of Florida)

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A Generalization of the Birkhoff-von

2007 · Nathan Reff, Manuel López

A generalization of the Birkhoff-von Neumann theorem

2007 · Nathan Reff · RIT Scholar Works (Rochester Institute of Technology)

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Works count: 18

Citation count: 327

H-index: 9

I10-index: 9