A table of the different types of quartic ruled surfaces in
three-dimensional space was published by Cremona in 1868. The
corresponding tables of quintic and sextic ruled surfaces
(classified by means of their double curves and bitangent
developables) are presented in this book, first published in 1931.
The results are obtained by two different methods which confirm the
workings of one another in a very striking way. Correspondence
theory and higher space are used throughout and properties of
several interesting curves and loci are investigated.
General
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