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Proportions in the Architecture Curriculum
Authors:Roger Herz-Fischler
Affiliation:(1) Department of Mathematics, Carleton University, Ottawa, Ontario, Canada, K1S 5B6
Abstract:
Roger Herz-Fischler presents a revised version of a chapter entitled “Proportions” that appeared in the problems part of his book, Space, Shape and Form /An Algorithmic Approach, developed for a mathematics course he taught in the School of Architecture at Carleton University from 1973-1984.
Example of reckoning of a pyramid, Height 250, base 360 cubits. What is its seked?......(Answer:5+1/25 hands). From the Rhind Papyrus1
1The Rhind Papyrus is from the Fifteenth Dynasty (c. - 1800), but is known to be based on a Twelfth Dynasty text. For details of the pyramid problems, as well as a discussion of the archaeological, historical and philosophical aspects, related to the problem of determining how the Great Pyramid was designed, see [Herz-Fischler 2000].
Keywords:. Roger Herz-Fischler  architectural proportions  proportional systems  Vitruvius  Leonardo da Vinci  Francesco di Giorgio Martini  Great Pyramid at Khufu  Mastaba at Medum  Modulor  Le Corbusier  Medieval master masons  geometry  geometrical design systems  didactics
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