Mathematics and Culture IMichele Emmer Springer Science & Business Media, 2 дек. 2003 г. - Всего страниц: 352 A fascinating and insightful collection of papers on the strong links between mathematics and culture. The contributions range from cinema and theatre directors to musicians, architects, historians, physicians, graphic designers and writers. The text highlights the cultural and formative character of mathematics, its educational value, and imaginative dimension. These articles are highly interesting, sometimes amusing, and make excellent starting points for researching the strong connection between scientific and literary culture. |
Содержание
Conflict or Synthesis? | |
The Discovery and Application of Linear and Nonlinear Programming | |
Italian Mathematics Fascism and Racial Policy | |
Mathematics and Facism The Case of Berlin | |
Mathematics and Culture in Russia | |
Mathematics and Economics | |
Mathematics Arts and Aesthetics | |
From Art to Cinema | |
Richard Mankiewicz 195 | |
Mathematics and Literature | |
Mathematical Visualization and Online Experiments | |
Prime Numbers and Cryptography | |
Homage to Venice | |
Mathematics and Music | |
Mathematics Clinical Decisions and Public Health | |
The Radon Transform and Its Applications to Medicine | |
A Few Reflections on the Creation of Moebius | |
How to Create a Film | |
Enrico Giusti 179 | |
Risk Analysis for Liver Surgery | |
Authors 351 | |
Другие издания - Просмотреть все
Часто встречающиеся слова и выражения
abstract algebra algorithms allows analysis application aspects Berlin century cinema complex considered culture decision described elements emigration equation estimated Euclidean example exhibits exist experiments fact Fascist Fields Medal film function geometry German Göttingen idea important infection infinite Institute instruments interactive Israel G Issai Schur Italian mathematics Italy Java JavaView Jewish later linear lines liver Matematica mathe mathematicians matics Max Bill measures ment method Michael Nyman Moebius museum natural Nazi negentropy Nobel Prize nonlinear programming objects obtained overtone singing painting parameters Peter Greenaway physics plane political population possible prime numbers probability problems produced Radon transform regime relations represented Richard von Mises Riemann Roma Russian Schur scientific segments sound space starting structure surface teaching theorem theory tion tool trend Tullio Levi-Civita University Venice vibrating visualization Volterra