Geometry books

The Theory of Quaternions is due to Sir William Rowan Hamilton, RoyalAstronomer of Ireland, who presented his first...  Read More >>

This book contains the 19 historic seminal papers on fractal geometry, dealing with such topics as non-differentiable...  Read More >>

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Since this Introduction to Vector Analysis and Quaternions was first publishedin 1896, the study of the subject...  Read More >>

In this small volume the reader will find no fantastical modes of applyingAlgebra to Geometry. The old Cartesian...  Read More >>

In this small volume the reader will find no fantastical modes of applyingAlgebra to Geometry. The old Cartesian...  Read More >>

The Elements of non-Euclidean Geometry Julian Lowell Coolidge  Read More >>

Since this Introduction to Vector Analysis and Quaternions was first publishedin 1896, the study of the subject...  Read More >>

In this small volume the reader will find no fantastical modes of applyingAlgebra to Geometry. The old Cartesian...  Read More >>

The Elements of non-Euclidean Geometry Julian Lowell Coolidge  Read More >>

In the present Treatise the Conic Sections are defined with reference to afocus and directrix, and I have endeavoured...  Read More >>

Mathematical Recreations and Essays W. W. Rouse Ball  Read More >>

Since this Introduction to Vector Analysis and Quaternions was first publishedin 1896, the study of the subject...  Read More >>

In this small volume the reader will find no fantastical modes of applyingAlgebra to Geometry. The old Cartesian...  Read More >>

The Theory of Quaternions is due to Sir William Rowan Hamilton, RoyalAstronomer of Ireland, who presented his first...  Read More >>

Mathematical Recreations and Essays W. W. Rouse Ball  Read More >>

The Elements of non-Euclidean Geometry Julian Lowell Coolidge  Read More >>

Since this Introduction to Vector Analysis and Quaternions was first publishedin 1896, the study of the subject...  Read More >>

The Theory of Quaternions is due to Sir William Rowan Hamilton, RoyalAstronomer of Ireland, who presented his first...  Read More >>

Diophantine analysis is an extremely active field in number theory because of its many open problems and conjectures....  Read More >>

Presents higher algebraic K-theory of orders and group rings as...  Read More >>

This text offers an overview of the basic theories and techniques of functional analysis and its applications. It...  Read More >>

The curve shortening flow and other related geometric evolution equations serve as mathematical models for applications...  Read More >>

Exploring the qualitative aspects of periodic solutions of ODEs, this title presents the treatment of two-dimensional...  Read More >>

"Does Your Kid Love School? Schooling the right way is so much more fun for parents and children and putting a...  Read More >>