The present work falls into two nearly equal parts. The first 103 pages treat the following topics: Elementary properties and transformations of equations; location and approximation of the roots of numerical equations; solution of cubic, biquadratic, binomial and reciprocal equations; the linear and Tschirnhausian transformations. The remaining 120 pages are devoted to substitution groups and Galois's theory of the solution of algebraic equations.The work has much that may be praised; in particular, its very moderate size, ...
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The present work falls into two nearly equal parts. The first 103 pages treat the following topics: Elementary properties and transformations of equations; location and approximation of the roots of numerical equations; solution of cubic, biquadratic, binomial and reciprocal equations; the linear and Tschirnhausian transformations. The remaining 120 pages are devoted to substitution groups and Galois's theory of the solution of algebraic equations.The work has much that may be praised; in particular, its very moderate size, its choice of topics, copious references for further study, and a large number of illustrative examples and problems.--Science, Volume 21
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