So today I managed to get my hands on a couple of ancient books:
1. Notes on Rubik's Magic Cube by David Singmaster (1981, Enslow Publishers, ISBN 0-89490-043-9)
2. Handbook of Cubik (that's how it's spelled) Math by Alexander Frey and David Singmaster (1982, Enslow Publishers, ISBN 0-89490-060-9)
3. Rubik's Cubic Compendium by Erno Rubik (no kidding!), Tamas Varga, Gerzson Keri, Gyorgy Marx, and Tamas Vekerdy (1987, Oxford University Press, ISBN 0-19-853202-4)
Just thought I'd let you guys know in case anyone's interested in somehow obtaining copies of them or retrieving information from them.
These are not stupid "Learn How to Solve Rubik's Cube in X Simple Steps!" books. Most of the content (except maybe the last book) revolves around very heavy group theory and they talk about commutators and legal cube states and subgroups and generators and permutation parity and the like. We don't even have websites like them these days, ryanheise.com is the closest thing to these books I can think of and it's not even half as good. Just so you know, the solutions all appear at the back of these books as "unimportant" appendices.
In short, there's nothing speedcubey about these books, but I think they are pretty valuable for the serious cube theorist who wants to know his or her fundamentals.
1. Notes on Rubik's Magic Cube by David Singmaster (1981, Enslow Publishers, ISBN 0-89490-043-9)
2. Handbook of Cubik (that's how it's spelled) Math by Alexander Frey and David Singmaster (1982, Enslow Publishers, ISBN 0-89490-060-9)
3. Rubik's Cubic Compendium by Erno Rubik (no kidding!), Tamas Varga, Gerzson Keri, Gyorgy Marx, and Tamas Vekerdy (1987, Oxford University Press, ISBN 0-19-853202-4)
Just thought I'd let you guys know in case anyone's interested in somehow obtaining copies of them or retrieving information from them.
These are not stupid "Learn How to Solve Rubik's Cube in X Simple Steps!" books. Most of the content (except maybe the last book) revolves around very heavy group theory and they talk about commutators and legal cube states and subgroups and generators and permutation parity and the like. We don't even have websites like them these days, ryanheise.com is the closest thing to these books I can think of and it's not even half as good. Just so you know, the solutions all appear at the back of these books as "unimportant" appendices.
In short, there's nothing speedcubey about these books, but I think they are pretty valuable for the serious cube theorist who wants to know his or her fundamentals.
