Explore mid‑19th‑century mathematics in this edition of The Mathematician, Volume II. It collects original work on algebra, geometry, and the theory of surfaces from a leading group of early researchers.

The issue centers on applying algebra to modern geometry, including how plane sections of surfaces behave and how tangents and intersections reveal fundamental connections. Readers will encounter concrete methods for handling surfaces of the second degree, plane curves, and the relationships that arise when different surfaces meet along curves. The text blends theoretical development with worked examples that illuminate geometric reasoning from that era.

What you’ll experience includes:

Detailed treatment of plane sections, intersections, and the equations describing surfaces of the second degree
Discussion of involution, tangent lines, and chords in ellipse geometry, with explicit constructions
Extensions of geometric theorems to higher‑order surfaces and related optimization problems
A variety of problems and solutions that illustrate classical methods and problem solving

Ideal for readers of historical mathematics and anyone curious about the development of algebraic geometry.

"About this title" may belong to another edition of this title.

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