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awarded  Popular Question
Nov
25
reviewed Approve “psi-epistemic theories” in 3 or more dimensions
Oct
1
reviewed Approve Does the dual Banach space $B(\ell^\infty)$ have weak* normal structure?
Aug
24
reviewed Reviewed Time in Girard's Geometry of Interaction
Aug
22
reviewed Approve Largest convex hull of a unit length path
Aug
22
reviewed Approve Largest possible volume of the convex hull of a curve of unit length
Aug
22
reviewed No Action Needed Reference for Elliptic PDE on $\mathbb{R}^d$
Aug
18
reviewed No Action Needed Integer valued polynomial through some points with rational coordinates
Aug
10
reviewed Reject Ultrafilters and automorphisms of the complex field
Jul
23
reviewed No Action Needed Good programs for drawing graphs ( directed weighted graphs )
Jul
2
awarded  Inquisitive
Jul
2
awarded  Curious
May
6
reviewed Reject How to publish two interdependent papers
Apr
30
comment Is there a Legendrian Neighbourhood Theorem also for non-cooriented contact manifolds?
Dear Daniele Sepe, first of all, thank for your attention to my question, and sorry for the delay in my comment; initially, some activities forced me to reduce my presence on the site, then, I forgot of you answer. Now, I do not know if, in the meanwhile, you went somewhere with the modified question. But I have found a 1998 paper by F. Loose which gives a positive answer exactly to that question after having chosen the graph of the $1$-jet of the zero section of $p:L|_N\to N$ as the normal form of contact manifolds on a neighborhood of a legendrian submanifold $N$.
Apr
22
reviewed Reject nontrivial theorems with trivial proofs
Apr
21
reviewed Reject nontrivial theorems with trivial proofs
Apr
21
reviewed Reject nontrivial theorems with trivial proofs
Apr
17
revised Does symplectic homology admit a natural Batalin-Vilkovisky algebra structure?
The link to the first cited paper did not work
Mar
28
awarded  Notable Question
Mar
15
awarded  Nice Answer