Paper proves O(k log n log log n) directions determine point multisets in any dimension
Theoretical result shows nearly logarithmic projections suffice to uniquely determine multisets of n points in k dimensions.
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Theoretical result shows nearly logarithmic projections suffice to uniquely determine multisets of n points in k dimensions.
The method geometrically shrinks the search region and implies simple stochastic games can be solved in quasipolynomial time.
Researchers prove nearly quadratic lower bounds for linear optimization over convex bodies in the membership oracle model.
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