Gromov-Hausdorff distance and Jung constant of finite-dimensional normed spaces
Henry Adams, Semeon A. Bogatyi, Florian Frick, Daniil A. Ilyukhin, Alexander O. Ivanov, Ivan N. Mikhailov, Alexey A. Tuzhilin, Anton A. Vikhrov
https://t.co/nqVPKqVk0J [ππππ.πΌπΆ]
Second-order rigidity of coned polytope frameworks and the stress-flex conjecture from a vector-valued SchlΓ€fli formula
Eleni Pachyli, Roman Prosanov, Martin Winter
https://t.co/A5MdXGiCQh [ππππ.πΌπΆ ππππ.π²πΎ]
Approximation of solutions of the sinh-Gordon equation Ξu -sinh(2u)=0 by hyperbolic orthogonal ring patterns
Ulrike BΓΌcking
https://t.co/piZaWrSYbZ [ππππ.πΌπΆ ππππ.π°πΏ ππππ.π²π°]
Illumination bodies for ball-convex bodies
Brandon Oliva, Elisabeth M. Werner, Diliya Yalikun
https://t.co/JF5Wx2tMPR [ππππ.πΌπΆ ππππ.π³πΆ]
A dual linear programming bound for sphere packing in dimension 36
Rifat Jumagulov
https://t.co/hW7LGN5XfA [ππππ.πΌπΆ ππππ.π½π]
The isomorphic section-projection problem for convex bodies
Johannes Hosle
https://t.co/Nv57w5RXMv [ππππ.πΌπΆ ππππ.π²π°]
A uniform bound in the dimensional BrunnβMinkowski inequality for even log-concave measures
Kai-Wen Yang
https://t.co/jDHYoW8IV6 [ππππ.πΌπΆ]
Quantitative stability of the intersection body operator near the ball, and the dynamical origin of the twoβdimensional degeneracy
S. Spektor
https://t.co/nFqNhhfeHh [ππππ.πΌπΆ ππππ.π³π]
Point-dimension theory (part II): The point-cross dimension
Nadir Maaroufi
https://t.co/dQzZHHX47U [ππππ.πΌπΆ ππππ.π²π° ππππ.π΅π° ππππ.πΆπ½]
Rigidity in the planar Ulam floating body problem with perimetral densities Ο=tfrac18,tfrac38 under central symmetry
Oleg Asipchuk, Maksim Kosmakov, Pavel Zatitskii
https://t.co/ne17p2x9aG [ππππ.πΌπΆ]