Barboza, Francisco MárcioSouza, Lucas Vinícius Oliveira2025-01-072025-01-072024-12-09SOUZA,Lucas Vinícius Oliveira. Inversa generalizada de Moore-Penrose e algumas aplicações. 2024. 33 f. Orientador: Francisco Márcio Barboza. Trabalho de Conclusão de Curso (Bacharelado de Sistemas de Informação) - Centro de Ensino Superior do Seridó, Universidade Federal do Rio Grande do Norte, 2024.https://repositorio.ufrn.br/handle/123456789/61039The resolution of linear systems is fundamental in a wide range of scientific fields. Traditionally, solving linear systems involving the inverse of a matrix is limited to non-singular square matrices. However, this work proposes exploring the resolution of linear systems that involve non-square matrices or even singular square matrices, using Moore-Penrose pseudo-inverses. These pseudo-inverses offer a powerful approach for finding solutions in situations where traditional methods may fail. Finally, examples of practical problems related to the generalized inverse and least squares were presentedInversas de Moore-PenrosePseudo-inversasResolução de sistemasMoore-Penrose inversesPseudo-inversesSystem resolutionInversa generalizada de Moore-Penrose e algumas aplicaçõesMoore-Penrose Generalized Inverse and Some ApplicationsbachelorThesis