London: Stacey International, 1974. — 68 p. — ISBN 0950-3304-0X.
This collection of theorems in plane geometry, some of which we believe to be new, illustrates that there may still be plenty of interesting theorems awaiting discovery. We derived a lot of enjoyment from evolving them (or, as it transpired in some cases, rediscovering them) and it is our sincere hope that the reader may derive as much pleasure from reading about them.
Projective addition of vectors and the dual theoryPoint-point vectors
Line-line vectors
Extensions of Pascal's and Brianchon's theoremsThe heptagon theorem
The three-conics theorem
The double-contact theorem
The four-conics theorem
Inscribed octagons
Chains of circlesThe seven circles theorem
A theorem about two parallel straight lines and six circles
A theorem about a triangle and six circles
The nine circles theorem