A Simple Proof On Poincaré Conjecture
arXiv:0809.1483
Abstract
We give a simple proof on the Poincaré's conjecture which states that every compact smooth $3-$manifold which is homotopically equivalent to $S^3$ is diffeomorphic to $S^3$.
arXiv:0809.1483
We give a simple proof on the Poincaré's conjecture which states that every compact smooth $3-$manifold which is homotopically equivalent to $S^3$ is diffeomorphic to $S^3$.