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Synopsis
Discover a rich vein of 19th-century mathematical thought in this volume of The Mathematician, edited by William Rutherford and Stephen Fenwick. It collects original papers, proofs, and notes that illuminate algebra, geometry, and analytical methods for curious readers and students alike.
From demonstrations of useful theorems to new techniques for solving equations, this collection blends rigorous reasoning with practical insight. Readers will encounter detailed discussions, worked examples, and historical context that reveal how mathematical ideas were developed and shared in the period.
- Learn a fresh approach to resolving a complete cubic equation without transforming the equation first.
- Explore propositions on the tetrahedron, including relations among inscribed and escribed spheres.
- See methods for expanding and manipulating algebraic expressions, plus notes on analytical geometry.
- Review solutions to mathematical exercises and the editor’s commentary on methods and applications.
Ideal for readers of historical mathematics, advanced students, and professionals who enjoy rigorous problem solving and historical context.
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