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Computer algebra is a book category focused on symbolic computation: the theory, algorithms, and software for manipulating mathematical expressions exactly rather than numerically. Titles in this area cover algebraic structures (polynomials, rings, fields), algorithmic techniques (factorization, Gröbner bases, resultants, symbolic integration and summation), complexity and correctness analyses, and practical implementation issues in computer algebra systems (Maple, Mathematica, Sage, Magma). Works also treat applications in number theory, algebraic geometry, coding and cryptography, robotics, and scientific computing where exact symbolic methods complement numeric approaches. Books range from introductory texts for students to advanced monographs for researchers and practitioners, often combining mathematical background, algorithmic design, and software examples.

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