Investigating shape and space in mathematics: a case study. South African Journal of Education, 27:19-35.Gary, K. (2007). Investigating Shape and Space in Mathematics: A Case Study. South African Journal of Education, 27(1), 19-35....
国际基础科学大会-The David-Semmes problem, rectifiability, and harmonic measure 47:09 国际基础科学大会-Geometry and integers-Caucher Birkar 1:07:50 国际基础科学大会-On the Motion of Water Waves with angled crests-Sijue Wu 51:18 国际基础科学大会-Recent progress in random matrix theory-Hong-Tzer...
Symmetry, space and shape: an introduction to mathematics through geometry, by Kinsey I. Christine and Moore Teresa E. . Pp. 494. 48. 2001. ISBN 1 930190 09 3 (Key Curriculum Press, distributed by Springer-Verlag). RBG Leversha - 《Mathematical Gazette》 被引量: 0发表: 2002年 A new ...
This Student Lab Manual is to accompany Symmetry, Shape, and Space , which uses the visual nature of geometry to involve readers in discovering mathematics. The text allows readers to study and analyze patterns for themselves, which in turn teaches creativity, as well as analytical and visualizati...
Any of these will generate regular polygons, which canthen be duplicated and arranged in the manner described above. Takeyour time with the first row, making sure that the edge length is uniformand of the desired length and checking the alignment of the polygons. Tryto arrange them so that...
covers the basic geometry of two- and three-dimensional spaces Written by a master expositor, leading researcher in the field, and MacArthur Fellow, it includes experiments to determine the true shape of the universe and contains illustrated examples and engaging exercises that teach mind-expandin....
The seven elementary cells have four basic convex polyhedral shapes and three of them appear in two different sizes. The space filling is non-periodic, ... P Kramer - 《Acta Crystallographica》 被引量: 101发表: 1982年 Symmetry From Shape and Shape From Symmetry This article discusses the dete...
a.MathematicsA set of elements or points satisfying specified geometric postulates:non-Euclidean space. b.The infinite extension of the three-dimensional region in which all matter exists. 2. a.The expanse in which the solar system, stars, and galaxies exist; the universe. ...
infinite,space-theunlimitedexpanseinwhicheverythingislocated;"theytestedhisabilitytolocateobjectsinspace";"theboundlessregionsoftheinfinite" math,mathematics,maths- ascience(orgroupofrelatedsciences)dealingwiththelogicofquantityandshapeandarrangement set-(mathematics)anabstractcollectionofnumbersorsymbols;"thesetof...
1.1 Leibniz and Newton 1.2 Kant 1.3 Non-Euclidean geometry 1.4 Gauss and Poincaré 1.5 Einstein 2 Mathematics 3 Physics 3.1 Classical mechanics 3.2 Astronomy 3.3 Relativity 3.4 Cosmology 4 Spatial measurement 5 Geography 6 In psychology 7 See also 8 References Philosophy of spaceIn the early 11th ...