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| | Proportions: Golden Section or Golden Mean, Modulor, Square Root of Two, Theorie and Construction (Site not responding. Last check: 2007-10-26) |
 | | In the sequel to "Le Modulor", "MODULOR 2", Corbu describes how after development of the measurements Jose Luis Sert and other modern architects, and of course, he himself, applied them in designs. |
 | | Modulor), especially when compared to schemes that use the square as only proportioning scheme (see O.M.U.). |
 | | Without doubt: No. Because of the non-linear nature of the golden section, as clearly demonstrated in the Modulor derivations, it is possible to find some base length and some subdivisions close enough to the ratio of the golden section in anything that may be perceived as beautiful. |
| photoinf.com /Golden_Mean/Volker_Muller/Proportions_Golden_Section_or_Golden_Mean,_Modulor,_Square_Root_of_Two,_Theorie_and_Construction.htm (1047 words) |
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