253 results on '"Regular polygon"'
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152. Geometry and Trigonometry
153. Geometry and Trigonometry
154. Semi-Regular Polyhedra
155. Parameters of Form : Shapes of Territories and Patterns of Populations
156. Quotient groups of the braid group
157. The Mathematics of Ancient Greece
158. Geometry of Fracture Networks
159. Contour-Based Shape Similarity
160. Market Areas
161. From Measuring the Circle to Calculating π
162. Curved Lines and Polygons
163. Euclid Book XIII: Regular Polyhedra
164. The Origin of Mathematics 7: Polygons After Euclid
165. Euclid Book IV: Regular Polygons
166. Maximum Weight Triangulation and Its Application on Graph Drawing
167. To Measure Is to Know
168. The Marked Ruler
169. Geometry of the Sphere
170. Tiling the Plane with Regular Polygons
171. Applications
172. Market Areas
173. Cyclotomic Polynomials
174. Primes
175. Quilts and Other Real-World Decorative Geometry
176. Paper-Folding and Number Theory
177. The Chronology of Pi
178. A Comparison of Archimedes’ and Liu Hui’s Studies of Circles
179. Orbit Systems
180. The quadratic assignment problem with a monotone anti-monge and a symmetric toeplitz matrix: Easy and hard cases
181. How to draw outerplanar minimum weight triangulations : Extended abstract
182. Sums of polygons
183. Geometric Problems and Algebraic Numbers
184. Classical Construction Problems
185. Linear Stability Analysis of Some Symmetrical Classes of Relative Equilibria
186. Mathematics in Athens
187. The Impossibility of Solving the Classical Problems
188. Euclid
189. Regular Polyhedra
190. Some Formulae (Areas Circumferences, Volumes, Surfaces, Centroids, Moments of Inertia)
191. Polyhedra with Hollow Faces
192. Mathematics in Athens Before Plato
193. Ruler and Compass Constructions
194. The Influence of Archetypal Ideas on the Scientific Theories of Kepler
195. CAD Generation and Evolution for Geometric Forms
196. Microworlds/Schoolworlds: The Transformation of an Innovation
197. Objects and Methods in Classical Mathematics
198. Limits and Self-Similarity
199. Applications
200. Limits and Self-Similarity
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