Damping oscillatory integrals.
Dark clouds on spheres and totally non-spherical bodies of constant breadth.
Das gemischte Volumen als Distribution.
Das Umkugelproblem und lineare semiinfinite Optimierung
Das Volumen spezieller konvexer Polytope
Das Will'sche Funktional..
Davis' convexity theorem and extremal ellipsoids.
Decomposability of Abstract and Path-Induced Convexities in Hypergraphs
An abstract convexity space on a connected hypergraph H with vertex set V (H) is a family C of subsets of V (H) (to be called the convex sets of H) such that: (i) C contains the empty set and V (H), (ii) C is closed under intersection, and (iii) every set in C is connected in H. A convex set X of H is a minimal vertex convex separator of H if there exist two vertices of H that are separated by X and are not separated by any convex set that is a proper subset of X. A nonempty subset X of V (H) is...
Décomposition des polyèdres : le point sur le troisième problème de Hilbert
Decomposition of Convex Figures into Similar Pieces.
Decompositions of compact convex sets.
Deforming convex hypersurfaces by the square root of the scalar curvature.
Dělové koule a včelí plásty
Dense packings of equal disks in an equilateral triangle: From 22 to 34 and beyond.
Dense packings of equal spheres in a cube.
Dense Sets of Polytopes in P3
Densest Packing of Six Equal Circles in a Square.
Densest Packing of Translates of the Union of Two Circles.
Densest Packings of Typical Convex Sets Are Not Lattice-Like .
Densité et dimension
Une partie de est appelée une classe de Vapnik-Cervonenkis si la croissance de la fonction est polynomiale; ces classes se trouvent être utiles en Statistique et en Calcul des Probabilités (voir par exemple Vapnik, Cervonenkis [V.N. Vapnik, A.YA. Cervonenkis, Theor. Prob. Appl., 16 (1971), 264-280], Dudley [R.M. Dudley, Ann. of Prob., 6 (1978), 899-929]).Le présent travail est un essai de synthèse sur les classes de Vapnik-Cervonenkis. Mais il contient aussi beaucoup de résultats nouveaux,...