Álgebra - Matemática - Sem Ramos - Especialidades

ECTS / Credit Units
Year: 2 / 1º Semestre
Plan: 2015/16
Scientific Area: MAT
Level: Intermédio

Semestral Hour Load

Theorical: 48.00
Theorical-Pratical: 32.00
Pratical and Laboratorial:


Assigned Internship Hours:
Assigned Projects Hours:
Assigned Fieldwork Hours:
Assigned Study Hours:
Assigned Evaluation Hours:

Degree having this Course

Degree - Branch Degree Plan Year
Matemática - Sem Ramos - Especialidades 2015/16

Teaching Staff

Luís Elias Ribeiro Rodrigues
Luís Elias Ribeiro Rodrigues

Responsável pelas Pautas
Ensino teórico
Ensino teórico-prático

Course Information

Course Objectivs

1 Our main goal is to promote learning of fundamental concepts of Set Theory, Group Theory and Ring Theory.

2 We also aim to develop students' achievement by demonstrating theoretical results, as well as by providing examples and counterexamples of the algebraic structures analyzed.

3 We also aim to promote analysis and discussion of problems.

Evaluation Criteria

Classification Type: Quantitative (0-20)
Evaluation Model: A
Evaluation Methodology: Tests: The purpose of the tests is to analyze the knowledge acquired by students.

Program Resume (get program detail)

Main Bibliography

Serge Lang Algebra. Addison-Wesley Publishing Company.
António J. Monteiro, Isabel Teixeira Matos; (1995). Álgebra-um primeiro curso. Escolar Editora.
R. B. J. T. Allenby ings, Fields and Groups-An Introduction to Abstract Algebra. Edward Arnold.

Other Biographical Sources / Support Documents

Thomas W. Hungerford Algebra. Springer Verlag.
John R. Durbin (1992). Modern Algebra. C. F. Gardiner (1986). Algebraic Structures. Ellis Horwood Limited.
Rudolf Lidl, Harald Niederreiter Introduction to finite fields and their applications; Rudolf Lidl, Harald Niederreiter.

Student Support

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