Orientador : Reginaldo Polazzo Junior

Tese (doutorado) - Universidade Estadual de Campinas, Faculdade de Engenharia Eletrica

Resumo: O estudo da teoria da modulação-codificada limitara-se até então ao caso binário e a alguns casos ternários e quaternários esporádicos. Neste trabalho, é conseguida uma generalização completa desta teoria para qualquer número de elementos do corpo para as constelações uni e bi-dimensionais,...

Resumo: O estudo da teoria da modulação-codificada limitara-se até então ao caso binário e a alguns casos ternários e quaternários esporádicos. Neste trabalho, é conseguida uma generalização completa desta teoria para qualquer número de elementos do corpo para as constelações uni e bi-dimensionais, P AM e QAl

. Códigos ótimos são obtidos e seus desempenhos calculados

Abstract: The study of trellis code modulation schemes was limited until now to the binary case and to some sporadic ternary and quaternary cases. 1n this work a complete generalization of this theory is achieved for any number of elements of a field, for constellations with one and two dimensions:...

Abstract: The study of trellis code modulation schemes was limited until now to the binary case and to some sporadic ternary and quaternary cases. 1n this work a complete generalization of this theory is achieved for any number of elements of a field, for constellations with one and two dimensions: PAM and QAM. Optimum codes are determined and their corresponding performances are evaluated.

Abstract: The study of trellis code modulation schemes was limited until now to the binary case and to some sporadic ternary and quaternary cases. 1n this work a complete generalization of this theory is achieved for any number of elements of a field, for constellations with one and two dimensions:...

Abstract: The study of trellis code modulation schemes was limited until now to the binary case and to some sporadic ternary and quaternary cases. 1n this work a complete generalization of this theory is achieved for any number of elements of a field, for constellations with one and two dimensions: PAM and QAM. Optimum codes are determined and their corresponding performances are evaluated.

Abstract: The study of trellis code modulation schemes was limited until now to the binary case and to some sporadic ternary and quaternary cases. 1n this work a complete generalization of this theory is achieved for any number of elements of a field, for constellations with one and two dimensions:...

Abstract: The study of trellis code modulation schemes was limited until now to the binary case and to some sporadic ternary and quaternary cases. 1n this work a complete generalization of this theory is achieved for any number of elements of a field, for constellations with one and two dimensions: PAM and QAM. Optimum codes are determined and their corresponding performances are evaluated.