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- Discrete Optimization 2010 Lecture 6 Total Unimodularity & Matchings
- Matroids and Canonical Forms: Theory and Applications
- Integer Generalized Inverses of Incidence Matrices*
- Totally Unimodular Matrices
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- Convex Polyhedra of Doubly Stochastic Matrices. I. Applications of the Permanent Function
- Input-State Incidence Matrix of Boolean Control Networks and Its Applications$
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- Permanents of Incidence Matrices
- Computing the Rank of Incidence Matrix and the Algebraic Immunity of Boolean Functions
- Lecture Notes for EE263
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- INCIDENCE MATRICES with the CONSECUTIVE L's PROPERTY 1
- Sparse Inverse Incidence Matrices for Schilders’ Factorization Applied to Resistor Network Modeling
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- On Unimodular Graphs
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- Arxiv:1706.01294V1 [Math.CO] 5 Jun 2017 Etr Rp,Tese Ie Rp.A Ela En Togyregu Strongly Being As Well As Graph
- Incidence Matrix and Cover Matrix of Nested Interval Orders
- Matrices in the Theory of Signed Simple Graphs
- Matrix Representations of Graphs and Their Experimental Comparison for Detecting Non-Subgraphs by Eigenvalues
- Totally Unimodular Matrices John Mitchell
- Lecture 39: Graphs and Incidence Matrices
- University of Alberta
- Sequences Of) Graph Matrices∗
- On the P-Rank of the Incidence Matrix of Points and Hyperplanes in a Finite Projective Geometry
- The Development Version of the CHEVIE Package of GAP3 Jean Michel
- Graphs, Networks, Incidence Matrices
- Hermitian Function Fields, Classical Unitals, and Representations of 3- Dimensional Unitary Groups
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- On Regular Signed Graphs with Three Eigenvalues
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- The Cn +Graph and Incidence Matrix
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- Smith Normal Forms of Incidence Matrices
- Graphs with Same Adjacency & Incidence Matrix
- Adjacency and Incidence Matrix of a Soft Graph
- Chapter 17 Graphs and Graph Laplacians
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- Hermitian Function Fields, Classical Unitals, and Representations of 3-Dimensional Unitary Groups
- Linear Programming Methods and the Bipartite Matching Polytope
- Generalized Inverses in the Study of Graphs
- Eigenvalues, Diagonalization, and the Jordan Canonical Form 1 4.1 Eigenvalues, Eigenvectors, and the Characteristic Polynomial