Reidemeister–Schreier rewriting process for matching uniform signal constellations to quotient groups of arithmetic Fuchsian groups

Author:

Campos Daniel SilvaORCID,Palazzo Reginaldo

Funder

Coordenação de Aperfeiçoamento de Pessoal de Nível Superior

Conselho Nacional de Desenvolvimento Científico e Tecnológico

Publisher

Springer Science and Business Media LLC

Reference19 articles.

1. Brant D (2007) Hyperbolic tessellation software. https://www.dmitrybrant.com

2. Cavalcante RG, Lazari H, Lima J.D, Palazzo Jr. R (2005) A new approach to the design of digital communication systems. In: Ashikhimin A, Barg A (eds) Discrete mathematics and theoretical computer science—DIMACS series, vol 68, pp 145-177. American Mathematical Society, New York

3. Coxeter HSM, Moser WOJ (1972) Generators and relations for discrete groups, vol 3. Springer, Berlin

4. de Albuquerque CD, Palazzo R Jr, da Silva EB (2009) Topological quantum codes on compact surfaces with genus $$g\ge 2$$. J Math Phys 50–023513:1–20

5. de Albuquerque CD, La Guardia GG, Palazzo R Jr, Queiroz CROQ, Vieira VL (2022) Euclidean and hyperbolic asymmetric topological quantum codes. Quantum Inf Process 21(153):1–26

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