Books Discussing Cantor's Transfinite Cardinals
Title	Author	Pub Date	Publisher	Amazon Rank	Description
Bridges to Infinity: The Human side of Mathematics	Guillen	1985	Tarcher	873,059	This book does broach the subject of higher infinities, but is full of errors and was not well received.
Cantorian Set Theory and Limitation of Size	Michael Hallett	1988	Clarendon Press	2,189,096	This is an excellent treatment of the history and philosophy of Cantor's work (one of several available in the market today), which treats mathematical issues, including Cantor's transfinite cardinals, in a primarily descriptive way.
From Here to Infinity	Ian Stewart	1996	Oxford University Press, USA	55,317	Discusses higher infinities, but also touches on many other areas of mathematics.
Introduction to the History of Mathematics	Howard Eves	1976	Holt, Rinehart, Winston	22,866	One of many excellent and scholarly works on the history of mathematics, which includes actual mathematical discussions to elucidate the historical account. Cantor's work is mentioned in the final chapter.
The Diagonal Infinity: Problems of Multiple Scales	H. M. Hubey	1998	World Scientific Publishing Company	1,258,122	Gives a good treatment of higher infinities and Godel's work. Introduces mathematical philosophies. One of the deeper works of this category.
The Mathematics of Infinity: A Guide to Great Ideas	Theodore G. Faticoni	2006	Wiley-Interscience	1,421,066	Discusses transfinite cardinals in a systematic, mathermatical way.