The History and Development of NomographyDocent Press, 2010 - 267 ページ The history of the graphic computation technique called nomography from early applications until 1982 with an emphasis on the mathematical theory underpinning nomography and the mathematicians that developed this theory. |
目次
| 1 | |
| 7 | |
Development in the Early Part of the 20th Century | 87 |
Anamorphosis and Alignment Nomograms | 171 |
Later Developments | 207 |
Conclusions | 245 |
多く使われている語句
a₁ and a2 abaques acnodal alignment nomograms anamorphosis applied axes axis C. R. Académie Sci calculation Charles Lallemand chart Clark coefficients conic consider constant construction coordinates corresponding crunodal cubic nomogram cubic parabola curve d'Ocagne d'Ocagne's degree system determinant form diagram differential equations eliminate engineer example expressed factor Figure folium of Descartes fourth order ƒ³ G.E. Džems-Levi gives graphical Grönwall hexagonal nomogram Hezlet ideas illustration intersection nomogram isoplethés Kellogg Kellogg's Lalanne Lalanne's Lallemand Lecornu linear linearly independent logarithmic Massau forms mathematical Maurice method nomography obtained Ocagne paper parabola parallel parallel coordinates projective transformation rectilinear relationship representation represented result roots Saint-Robert satisfied second degree slide rule solution solve Steyskalova straight line tangents theorem third nomographic order third order three variables tion Traité transparency Tschirnhaus transformation values Warmus Wilhelm Blaschke Y₁ zero მე მყ