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Hyperbolic Geometrically Uniform Codes and Ungerboeck Partitioning on the Double Torus

UTFPR; Universidade Estadual Paulista (UNESP); Universidade Estadual de Maringá (UEM) (2022-03-01)

Current research builds labelings for geometrically uniform codes on the double torus through tiling groups. At least one labeling group was provided for all of the 11 regular tessellations on the double torus, derived ...

Uniformity Properties Of Construction C

Bollauf; Maiara F.; Zamir; Ram (IEEENew York, 2016)

Grupos fuchsianos aritmeticos identificados em ordens dos quaternios para construção de constelações de sinaisArithmetic fuchsian groups identified in quaternion orders for the construction of signal constellations

Vieira, Vandenberg Lopes ([s.n.], 2007)

Construções de constelações de sinais geometricamente uniformes hiperbólicasConstruct hyperbolic geometrically uniform signal constellations

Pilla, Eliane Cristina Geroli ([s.n.], 2005)

Análise dos emparelhamentos de arestas de polígonos hiperbólicos para a construção de constelações de sinais geometricamente uniformesAnalysis of the pairing up of hyperbolical polygon sides for the construction of sign constellation geometrical uniform

Alves, Alessandro Ferreira ([s.n.], 2011)

Performance Analysis Of M-psk Signal Constellations In Riemannian Varieties

Cavalcante R.G.; Palazzo Jr. R. (, 2003)

Graphs, tessellations, and perfect codes on flat tori

Costa, SIR; Muniz, M; Agustini, E; Palazzo, R (Ieee-inst Electrical Electronics Engineers IncPiscatawayEUA, 2004)

On The Arithmetic Fuchsian Groups Derived From Quaternion Orders

Vieira V.L.; Palazzo Jr. R.; Faria M.B. (, 2006)

Counting Domains In {p,q} Tessellations

Silva E.B.; Firer M.; Palazzo Jr. R. (, 2003)

Uma analise da influencia da curvatura do espaço em sistemas de comunicaçõesAn analysis of the influence of the space curvature in communication systems

Cavalcante, Rodrigo Gusmão ([s.n.], 2007)