Beschreibung
The word algebra dates back about 1200 years ago to part of the title of al-Khwarizmis book, Kitâb al-Mukhtasar fî Hisâb al-Jabr wal-Muqâbala, devoted to finding solutions to practical problems which Muslims encountered in daily life concerning matters of inheritance, legacies, partition, lawsuits and commerce, with over eight hundred examples. In the 1800s, algebra became more general and more abstract as more algebraic structures like groups, quaternions, exterior algebras and vector spaces, f were invented. In this report, we present the basic concepts of finite field. Several kinds of abstract algebraic structures, particularly groups, fields, examples about infinite and finite group and examples about infinite and finite field are provided.
Autorenporträt
Amara ChandoulBorn June 5, 1978 in Bengardène (Tunisia), Ph.D. in Mathematics, number theory specialty.Currently, he is a research professor of Mathematics at UNB, University of Brasilia.
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