Vansula and Shila Sandon
Type: Person
As of November 2026, Vansula and Shila Sandon has been mentioned in one podcast episode on Institute for Advanced Study (Dec 2025). Credited for a 2012 result establishing unbounded invariant distances on certain Legendrian isotopy-class universal covers (e.g., RP^n in RP^{2n+1}, and the zero section in the…
Mathematicians (contact/symplectic geometry researchers) specializing in Contact geometry, Legendrian submanifolds, Orderability.
| Mentioned in | 1 episode on 1 podcast (as of November 2026) |
|---|---|
| First heard | Dec 2025 on Institute for Advanced Study |
| Role | Mathematicians (contact/symplectic geometry researchers) |
Who talks about Vansula and Shila Sandon on podcasts?
Vansula and Shila Sandon came up; the most recent mention was Dec 2025 on Institute for Advanced Study.