Starshaped sets
G Hansen, I Herburt, H Martini, M Moszyńska - Aequationes mathematicae, 2020 - Springer
This is an expository paper about the fundamental mathematical notion of starshapedness,
emphasizing the geometric, analytical, combinatorial, and topological properties of …
emphasizing the geometric, analytical, combinatorial, and topological properties of …
On bodies floating in equilibrium in every orientation
D Ryabogin - Geometriae Dedicata, 2023 - Springer
On bodies floating in equilibrium in every orientation | Geometriae Dedicata Skip to main
content SpringerLink Account Menu Find a journal Publish with us Track your research Search …
content SpringerLink Account Menu Find a journal Publish with us Track your research Search …
[PDF][PDF] Geometric tomography, corrections and update
RJ GARDNER - faculty.gardner.wwu.edu
Many years have passed since the publication of the second edition of Geometric
Tomography and much has happened. One major event was the appearance in 2014 of the …
Tomography and much has happened. One major event was the appearance in 2014 of the …
[PDF][PDF] Un contraejemplo al Problema 19 de Ulam del Cuaderno Escocés
MA Alfonseca, ES Gómez - Gaceta de la Real Sociedad Matematica …, 2023 - ndsu.edu
En el problema 19 del Cuaderno Escocés, Ulam pregunta si es cierto que un conjunto
convexo y compacto de densidad constante que flota en equilibrio en cualquier orientación …
convexo y compacto de densidad constante que flota en equilibrio en cualquier orientación …
Functions with isotropic sections
I Purnaras, C Saroglou - Transactions of the American Mathematical …, 2021 - ams.org
We prove a local version of a recently established theorem by Myroshnychenko, Ryabogin
and the second named author. More specifically, we show that if $ n\geq 3$, $ g:\mathbb …
and the second named author. More specifically, we show that if $ n\geq 3$, $ g:\mathbb …