![Gömböc | The gömböc is a convex three-dimensional homogeneous body that when resting on a flat surface has just one stable and one unstable point of equilibrium. Gömböc | The gömböc is a convex three-dimensional homogeneous body that when resting on a flat surface has just one stable and one unstable point of equilibrium.](https://gomboc-online.hu/wp-content/uploads/2020/07/DG_BW.png)
Gömböc | The gömböc is a convex three-dimensional homogeneous body that when resting on a flat surface has just one stable and one unstable point of equilibrium.
![Gömböc - self-righting geometric shape, two points of equilibrium | Edmund Scientifics | どんより, テンセグリティ, オブジェクト Gömböc - self-righting geometric shape, two points of equilibrium | Edmund Scientifics | どんより, テンセグリティ, オブジェクト](https://i.pinimg.com/originals/01/8b/d6/018bd660d9e702d490718a66705be19f.jpg)
Gömböc - self-righting geometric shape, two points of equilibrium | Edmund Scientifics | どんより, テンセグリティ, オブジェクト
![Gabor Domokos, head of the department of Mechanics and Materials and Structures at Budapest's Technical University, shows his invention "Gomboc" mono-monostatic body in Budapest February 12, 2007. Mono-monostatic bodies are convex, homogeneous Gabor Domokos, head of the department of Mechanics and Materials and Structures at Budapest's Technical University, shows his invention "Gomboc" mono-monostatic body in Budapest February 12, 2007. Mono-monostatic bodies are convex, homogeneous](https://c8.alamy.com/comp/2D15E5K/gabor-domokos-head-of-the-department-of-mechanics-and-materials-and-structures-at-budapests-technical-university-shows-his-invention-gomboc-mono-monostatic-body-in-budapest-february-12-2007-mono-monostatic-bodies-are-convex-homogeneous-bodies-with-less-than-four-equilibria-reuterslaszlo-balogh-hungary-2D15E5K.jpg)
Gabor Domokos, head of the department of Mechanics and Materials and Structures at Budapest's Technical University, shows his invention "Gomboc" mono-monostatic body in Budapest February 12, 2007. Mono-monostatic bodies are convex, homogeneous
Department of Mathematics, University of Auckland - Public lecture by Professor Gábor Domokos Pebbles on Mars and the Gömböc Tuesday 21 March 5.15pm Lecture Theatre PLT1 Ground Floor Building 303 38 Princes
![Gabor DOMOKOS | Professor (Full) | Professor | Budapest University of Technology and Economics, Budapest | Department of Mechanics, Materials and Structures Gabor DOMOKOS | Professor (Full) | Professor | Budapest University of Technology and Economics, Budapest | Department of Mechanics, Materials and Structures](https://www.researchgate.net/profile/Peter-Varkonyi/publication/321768447/figure/fig1/AS:571068322676736@1513164706391/a-Eikonal-equation-acting-on-a-planar-polygon-observe-gradual-decrease-of-the-number_Q320.jpg)