... has a
greedy embedding (possibly planar and convex) in the Euclidean plane. Recently,
greedy ... in a drawing that is planar and convex
for all 3-connected planar graph in ...In this work we
consider the planar convex greedy embedding conjecture and make some ...We derive a new characterization of planar convex greedy embedding that given a
3-...^2$ of $G$ is
a planar convex greedy embedding if and only if, ...
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...: Nicusor Costea , Cezar Lupu
Using the KKM technique, we establish some existence results for
variational-hemivariational inequalities involving monotone set valued mappings
on bounded, closed and convex subsets in reflexive Banach spaces. We also
derive several sufficient conditions for the existence of solutions in the case
of unbounded subsets.
read more at math updates on ...
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A Polynomial Number of Random Points does not Determine the Volume of a Convex Body. (arXiv:0903.2634v1 [math.PR])
Authors: Ronen Eldan
We show that there is no algorithm which, provided a polynomial number of
random points uniformly distributed over a convex body in R^n, can approximate
the volume of the body up to a constant factor with high probability....
... optimization problems with linear ascending constraints. (arXiv:0707.2265v1 [cs.IT])
Separable convex optimization problems with linear ascending inequality and
equality constraints are addressed in this ... to a partial order on the constraint
parameters. Moreover, the optimum value is convex with respect to these
parameters. Examples motivated by optimizations for communication systems are
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