Torsion-weighted spanning acycle entropy in cubical lattices and Mahler measures

Yasuaki Hiraoka, Tomoyuki Shirai

Type: Article

Publication Date: 2024-02-24

Citations: 1

DOI: https://doi.org/10.1007/s41468-024-00163-y

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Locations

Journal of Applied and Computational Topology - View

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Works Cited by This (40)

Action	Title	Year	Authors
+	The statistics of dimers on a lattice	1961	Piet Kasteleyn
+ PDF Chat	Simplicial and cellular trees	2016	Art M. Duval Caroline J. Klivans Jeremy L. Martin
+	Fermion Process and Fredholm Determinant	2000	Tomoyuki Shirai Yōichirō Takahashi
+ PDF Chat	Choosing a Spanning Tree for the Integer Lattice Uniformly	1991	Robin Pemantle
+ PDF Chat	Mahler measure and entropy for commuting automorphisms of compact groups	1990	Douglas Lind Klaus Schmidt Thomas Ward
+	Uniform spanning forests	2001	Itaı Benjamini Russell Lyons Yuval Peres Oded Schramm
+	On Some Inequalities for Polynomials in Several Variables	1962	K. Mahler
+	Spanning trees on hypercubic lattices and nonorientable surfaces	2000	Wen-Jer Tzeng F Y Wu
+ PDF Chat	Mahler's Measure and Special Values of L-functions	1998	David W. Boyd
+ PDF Chat	Spanning trees on graphs and lattices in<i>d</i>dimensions	2000	Robert Shrock F. Y. Wu