Intuitive geometry /
Guardado en:
| Autor Corporativo: | |
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| Otros Autores: | , |
| Formato: | Libro |
| Idioma: | English |
| Publicado: |
Budapest :
János Bolyai Mathematical Society,
c1997.
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| Series: | Bolyai Society mathematical studies,
6 |
| Etiquetas: |
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Tabla de Contenidos:
- I. Bárány and S. Onn, Carathéodory's theorem, colourful and applicable
- P. Goodey, R. Schneider [Rolf Schneider] and W. Weil, Projection functions of convex bodies
- Y. S. Kupitz and H. Martini [Horst Martini], Geometric aspects of the generalized Fermat-Torricelli problem
- M. Lassak [Marek Lassak], A survey of algorithms for on-line packing and covering by sequences of convex bodies
- P. McMullen, Polytope algebras, tensor weights and piecewise polynomials
- F. Shahrokhi, O. Sýkora, L. A. Székely and I. Vrto, Crossing numbers: bounds and applications
- L. Szabó, Recent results on illumination problems
- J. M. Wills, Sphere packings, densities and crystals
- A. Bezdek, On the Hadwiger number of a starlike disk
- K. Böröczky, Closeness and least tight (or friendly) systems of points on the 2-sphere
- K. Böröczky, Jr., Packings of four and five balls
- P. Brass, On the maximum number of unit distances among n points in dimension four
- B. Csikós, On the Hadwiger-Kneser-Poulsen conjecture
- Gy. Csizmadia and D. Ismailescu, Maximum number of different distance counts
- S. Dragan, S. Revenko and V. Soltan, On Gallai's problem for congruent circles
- Z. Füredi, The expected size of a random sphere-of-influence graph
- Á. G. Horváth, Dissections of a centrally symmetric hexagon
- J. E. Goodman and R. Pollack [Richard M. Pollack], Lifting lines to hyperplanes
- E. Gyori, Coverings of arbitrary rectilinear regions by rectangles
- A. Heppes, A note on the shortest partitioning nets of the 2-sphere
- A. Heppes and G. Kertész, Packing circles of two different sizes on the sphere
- Gy. Károlyi, J. Pach, G. Tardos and G. Tóth [Gábor Fejes Tóth], An algorithm for finding many disjoint monochromatic edges in a complete 2-colored geometric graph
- A. Kemnitz and M. Möller [Meinhard Möller], On the Newton number of rectangles
- A. E. Kézdy and G. Kubicki, K12 is not a closed sphere-of-influence graph
- W. Kuperberg, Tiling the solid torus, the 3-cube and the 3-sphere with congruent knotted tori
- J. Matousek and P. Valtr, The complexity of the lower envelope of segments with h endpoints
- H. Stachel, A family of multiply decomposable Euclidean motions
- I. Talata, Covering the lattice points of a convex body with affine subspaces
- P. Valtr, Catalan numbers via random planar point sets.