2-periodic frieze patterns

Alastair King; Toril Palaniappan

2-periodic frieze patterns

Alastair King
, Toril Palaniappan

Department of Mathematical Sciences

Research output: Working paper / Preprint › Preprint

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Abstract

We classify 2-periodic mesh friezes of finite type $A$, $D$ or $E$ with positive real entries. There are families with 0,1, or 2 parameters, depending on type.

Original language	English
Publisher	arXiv
Publication status	Published - 30 Jun 2025

Keywords

math.RA

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2506.23959v1

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title = "2-periodic frieze patterns",

abstract = "We classify 2-periodic mesh friezes of finite type \$A\$, \$D\$ or \$E\$ with positive real entries. There are families with 0,1, or 2 parameters, depending on type.",

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author = "Alastair King and Toril Palaniappan",

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AU - King, Alastair

AU - Palaniappan, Toril

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N2 - We classify 2-periodic mesh friezes of finite type $A$, $D$ or $E$ with positive real entries. There are families with 0,1, or 2 parameters, depending on type.

AB - We classify 2-periodic mesh friezes of finite type $A$, $D$ or $E$ with positive real entries. There are families with 0,1, or 2 parameters, depending on type.

KW - math.RA

M3 - Preprint

BT - 2-periodic frieze patterns

PB - arXiv

ER -

2-periodic frieze patterns

Abstract

Keywords

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