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abstract algebra

   Also found in: Wikipedia 0.01 sec.
abstract algebra [′abz·trakt ′al·jə·brə]
(mathematics)
The study of mathematical systems consisting of a set of elements, one or more binary operations by which two elements may be combined to yield a third, and several rules (axioms) for the interaction of the elements and the operations; includes group theory, ring theory, and number theory.


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We are not talking just straight forward abstract algebra, juggling inter-related multiple but known and fixed factors.
100 QA154 This mathematics textbook for graduate students covers the fundamentals of abstract algebra including fields and Galois theory, algebraic number theory, algebraic geometry and groups, rings and modules.
Some of these other mathematic fields include elementary algebra, s-algebra, abstract algebra, geometric algebra, boolean algebra, linear algebra, and many more.
 
 
 
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