Alan MacEachren (1952) American geographer
Source: How Maps Work: Representation, Visualization, and Design (1995), p. 5
Source: The Look of Maps (1952), p. 70
Alan MacEachren (1952) American geographer
Source: How Maps Work: Representation, Visualization, and Design (1995), p. 5
Hubert Reeves (1932) Canadian astrophysicist and popularizer of science
Hubert Reeves (1984) Atoms of silence: an exploration of cosmic evolution Massachusetts Institute of Technology. p. 37
Carl Friedrich Gauss (1777–1855) German mathematician and physical scientist
"Gauss's Abstract of the Disquisitiones Generales circa Superficies Curvas presented to the Royal Society of Gottingen" (1827) Tr. James Caddall Morehead & Adam Miller Hiltebeitel in General Investigations of Curved Surfaces of 1827 and 1825 http://books.google.com/books?id=SYJsAAAAMAAJ& (1902) <br class="br">Context: In researches in which an infinity of directions of straight lines in space is concerned, it is advantageous to represent these directions by means of those points upon a fixed sphere, which are the end points of the radii drawn parallel to the lines. The centre and the radius of this auxiliary sphere are here quite arbitrary. The radius may be taken equal to unity. This procedure agrees fundamentally with that which is constantly employed in astronomy, where all directions are referred to a fictitious celestial sphere of infinite radius. Spherical trigonometry and certain other theorems, to which the author has added a new one of frequent application, then serve for the solution of the problems which the comparison of the various directions involved can present.
Arthur H. Robinson (1915–2004) American geographer
Source: The Look of Maps (1952), p. 13-14; As cited in: Clifford H. Wood, C. Peter Keller (1996) Cartographic design: theoretical and practical perspectives. p. 21
Makoto Kobayashi (physicist) (1944) Japanese physicist
"Unraveling the Origins of the Universe", JAXA interview (January 15, 2009) http://www.jaxa.jp/article/interview/vol43/index_e.html <br class="br">Context: You never know where a breakthrough might occur, so please pursue various possibilities for potential research. You may not see results as quickly as you wish, but always remember to respect your ideas when you research.
Alan MacEachren (1952) American geographer
Source: How Maps Work: Representation, Visualization, and Design (1995), p. 9
Theo van Doesburg (1883–1931) Dutch architect, painter, draughtsman and writer
Quote in van Doesburg's unpublished writing: 'The struggle for the new', 1929-30; as quoted in Theo van Doesburg, Joost Baljeu, Studio Vista, London 1974, p. 187
Van Doesburg's quote is proposing here the sensuous-tactile expression of space as essential for modern architecture
1926 – 1931