User:Eridabis/sandbox

= Orange Conjecture = Orange Conjecture is an unsolved Mathematical Conjecture about Topology and Spherical Geometry. The original statement of the conjecture is the following : "It is possible to peel an Orange in one piece and to use is skin to build a sphere ?" Which evoluate to become : "Does exists a 2 dimensional plane that can be transformed into a 3 dimensional sphere or shell ?".

Historic :
Orange Conjecture was formulated for the first time the 12/10/2018 on a discord server dedicated to Mathematics by Eridanis ( Ryan Carrier ) who was asking about Spheric Geometry and Curves in Spheric Spaces. During the night the first hypothesis appeared and mainly appealed to fractal geometry and topology arguments. "Wumbo", "Pur" and "Hazen" was the main contributors of these first ideas.

Orange Conjecture
= Orange Conjecture = Orange Conjecture is an unsolved Mathematical Conjecture about Topology and Spherical Geometry. The original statement of the conjecture is the following : "It is possible to peel an Orange in one piece and to use is skin to build a sphere ?" Which evoluate to become : "Does exists a 2 dimensional plane that can be transformed into a 3 dimensional sphere or shell ?".

Historic :
Orange Conjecture was formulated for the first time the 12/10/2018 on a discord server dedicated to Mathematics by Eridanis ( Ryan Carrier ) who was asking about Spheric Geometry and Curves in Spheric Spaces. During the night the first hypothesis appeared and mainly appealed to fractal geometry and topology arguments. "Wumbo", "Pur" and "Hazen" was the main contributors of these first ideas.