Slide 1 On the Union of Cylinders in Esther Ezra Duke University On the Union of Cylinders in  3 Esther Ezra Duke University Slide 2 S = {S 1, …, S n } a collection…

On the union of cylinders in 3-space Esther Ezra Duke University Problem statement Input: K = {K1, …, Kn} a collection of n infinite cylinders in R3 of arbitrary radii.…

Figure 1. The Bešeňová elevation – structural and temperature profile. Application and interpretation of silica- geothermometry in low enthalpy geothermal systems. Case…

Almost tight bound for the union of fat tetrahedra in R3 Esther Ezra Micha Sharir Duke University Tel-Aviv University Arrangement of geometric objects Input: S = {S1, …,…

Substructures in Geometric Arrangements and  -nets Esther Ezra Duke University Union of simply-shaped bodies S = {S1, …, Sn} a collection of n simply-shaped bodies in…

On the union of cylinders in 3-space Esther Ezra Duke University Problem statement Input: K = {K1, …, Kn} a collection of n infinite cylinders in R3 of arbitrary radii.…