Confronts the question of geometric processes of derivation, specifically the derivation of affine planes. This work provides a theory of subplane covered nets without restriction to the finite case or imposing commutativity conditions.
This work confronts the question of geometric processes of derivation, specifically the derivation of affine planes - keying in on construction techniques and types of transformations in which lines of a newly-created plane can be understood as subplanes of the original plane. The book provides a theory of subplane covered nets without restriction to the finite case or imposing commutativity conditions.
Get Subplane Covered Nets by Norman L. Johnson at the best price and quality guaranteed only at Werezi Africa's largest book ecommerce store. The book was published by Taylor & Francis Inc and it has 388 pages.
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