Distance Geometry and Applications

Distance Geometry and Applications Antonio Mucherino and Douglas S. Goncalves GSI17, Paris November 8th 2017 A. Mucherino and D.S. Goncalves session of GSI17 Distance Geometry and Applications 1 An Approach to Dynamical Distance Geometry 2 Distance Geometry in Linearizable Norms 3 Self-Similar Geometry for Ad-Hoc Wireless Networks: Hyperfractals 4 Information Distances in Stochastic Resolution Analysis 5 k-Means Clustering with Holder Divergences 6 Real Hypersurfaces in the Complex Quadric with Certain Condition of Normal Jacobi Operator Two hours =⇒ 20 minutes each, including questions! A. Mucherino and D.S. Goncalves session of GSI17 Distance Geometry and Applications 1 An Approach to Dynamical Distance Geometry 2 Distance Geometry in Linearizable Norms 3 Self-Similar Geometry for Ad-Hoc Wireless Networks: Hyperfractals 4 Information Distances in Stochastic Resolution Analysis 5 k-Means Clustering with Holder Divergences 6 Real Hypersurfaces in the Complex Quadric with Certain Condition of Normal Jacobi Operator Two hours =⇒ 20 minutes each, including questions! A. Mucherino and D.S. Goncalves session of GSI17 special issue of Optimization Letters Distance Geometry and