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Papers on Convexity
6 Sur quelques propries caracteristiques des ensembles borns
61 With E G Straus and F A Valentine The number of farthest points
7 other sections not shown
a-head Amer arbitrary assume asymptotic density augmented matrix belong boundary bounded set cercle characteristic roots closed collinear columns comonotone condition contains converges convex cone convex hull convex set coordinates corresponding curve defined definite denote determine deux diagonal elements ensemble equations Euclidean algorithm exists extremal polynomial finite set follows function given graph half-spaces Hence homogeneous hyperplane I. J. Schoenberg implies independent infrapolynomial integers intersection juxtapolynomial least Lemma linear inequalities Math matrix maximal multiple n-set nodes nomial nonnegative norm obtain ordinary lines orthant orthogonal pairs partitions pn(x points Pi polyhedral polyhedron polynomial of degree positive coefficients principal ideal ring problem proof of Theorem prove Ramsey's theorem relation resp rows segment sequence simplex solution solvable space straight line subset T-polynomial T. S. Motzkin tangent théorème Tn(z unique vanishes variables vector vertex vertices zero