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Permanent (mathematics)
Lecture 4 1 the Permanent of a Matrix
Lecture 12 – the Permanent and the Determinant
Statistical Problems Involving Permutations with Restricted Positions
A Short Course on Matching Theory, ECNU Shanghai, July 2011
Notes on the Proof of the Van Der Waerden Permanent Conjecture
On the Matching Problem for Special Graph Classes
Improved Algorithms for Permanent and Permanental Polynomial Of
An Exploration of the Permanent-Determinant Method
Pólya's Permanent Problem
Computing Expectations and Marginal Likelihoods for Permutations
Exact Sampling from Perfect Matchings of Dense Nearly Regular Bipartite Graphs
Determinant Versus Permanent
Computing the Permanent of (Some) Complex Matrices
Permanent V. Determinant: an Exponential Lower Bound Assuming Symmetry and a Potential Path Towards Valiant’S Conjecture
Counting with Permanents
High-Dimensional Permutations and Discrepancy
Unification of the Nature's Complexities Via a Matrix Permanent—Critical Phenomena, Fractals, Quantum Computing, P-Complex
Some Matching Problems
Top View
Perfect Matchings and Derangements on Graphs
Bethe and M-Bethe Permanent Inequalities
Generalized Matrix Functions on a Linear Sum of Permutation Matrices
Permanents of Circulants: a Transfer Matrix Approach∗ (Extended Abstract)
Permanents of Doubly Stochastic Matrices
Lecture 15. Van Der Waerden's Conjecture and Comput
Pólya Permanent Problem
Some Theorems on the Permanent *
Approximating the Permanent of a Random Matrix with Vanishing Mean
PERMANENT VERSUS DETERMINANT, OBSTRUCTIONS, and KRONECKER COEFFICIENTS∗ 1. Motivation the Determinant Polynomial Is Defined As
On Leonid Gurvits's Proof for Permanents
Lecture 7 : a Combinatorial Interpretation of Permanent 1
Scaling Matrices and Counting the Perfect Matchings in Graphs Fanny Dufossé, Kamer Kaya, Ioannis Panagiotas, Bora Uçar
Reductions in Computational Complexity Using Clifford Algebras René Schott, Stacey Staples
Permanent Vs. Determinant
Doubly Stochastic Matrices with Minimal Permanents
Complexity of Counting
Permanent and Determinant*
Approximating the Alpha-Permanent
The Permanent of a Square Matrix David G
The Determinants of Circulant and Skew-Circulant Matrices with Tribonacci Numbers
Online Matching and Ad Allocation Contents
The Complexity of the Permanent and Related Problems
The Complexity of Computing the Permanent
The Permanent and the Determinant
1 Matchings Via Determinants
Computation of Sparse Circulant Permanents Via Determinants B
Matrices Wlth Permanent Equal to One CORE View Metadata, Citation And
Approximating the Permanent*
Complexity of Counting NP Theory Captures the Difficulties of finding Certificates
Bounds on the Permanent and Some Applications
Lecture 26 Counting Problems and #P
On the Parity of Permanents of Circulant Matrices
On Leonid Gurvits's Proof for Permanents
On Characteristic and Permanent Polynomials of a Matrix
Permanent and Counting Perfect Matchings in Bipartite Graphs
♯P Complexity of the Permanent an Interactive Proof for P♯P (Lecture Note)
Determinant Versus Permanent