Title
Refinement of Kneser-Milnor prime decomposition theorem after Perelman (part 1)
Date
Speaker
Time
28/01/2022 (Friday)
Sumanta Das
9:00-10:30 pm
Abstract
Note
Keywords
We show that a connected, orientable, compact boundaryless $3$-manifold $M$ is prime $\iff$ $M$ is irreducible or $M\cong \Bbb S^1\times \Bbb S^2$.
Prime $3$-manifolds, irreducible $3$-manifolds
Nothing!