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FKT algorithm
Edinburgh Research Explorer
Matchgates Revisited
The Geometry of Dimer Models
A5730107.Pdf
Enumeration Problems on Lattices
Mapping the Complexity of Counting Problems
Holographic Algorithms
On the Complexity of Holant Problems
American Scientist the Magazine of Sigma Xi, the Scientific Research Society
A Survey of Counting Dichotomies and Holographic Algorithms (Slides)
A Graph-Theoretic Characterization of Free-Fermion-Solvable Spin Models Adrian Chapman and Steven T
Graph Algorithms
Holographic Algorithm with Matchgates Is Universal for Planar
Supplement to Mathematics of Nested Districts: the Case of Alaska
Complexity of Counting
The Hardness of the Functional Orientation 2-Color Problem
Lecture 3: September 3 3.1 Exact Counting
Computational Complexity of Counting Problems on 3-Regular Planar Graphs
Top View
A Planar Holant Dichotomy for Symmetric Constraints∗
Tensors: Geometry and Applications
Base Collapse of Holographic Algorithms Arxiv:1511.01230V1 [Cs
New Planar P-Time Computable Six-Vertex Models and a Complete Complexity Classification
Hamilton Cycles in Random Intersection Graphs
Holographic Algorithms
The Geometry of Dimer Models Vol
Arxiv:2108.13090V1 [Math.CO] 30 Aug 2021 Eeaiain Fsm Ftemn Loihswihcmuethe Compute Which Algorithms Many Ins the May of That Latter
On Blockwise Symmetric Matchgate Signatures and Higher Domain\
The Classification Program for Counting Problems I