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Giuseppe Tortorella
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Nov
14
revised
Is there a Legendrian Neighbourhood Theorem also for noncooriented contact manifolds?
I have corrected grammar and notation
Nov
14
revised
Is there a Legendrian Neighbourhood Theorem also for noncooriented contact manifolds?
I have corrected grammar and notation
Nov
14
asked
Is there a Legendrian Neighbourhood Theorem also for noncooriented contact manifolds?
Nov
13
reviewed
No Action Needed
relation between solution of a linear program and its perturbation
Nov
13
reviewed
No Action Needed
A toolbox for algebraic topology
Nov
13
reviewed
No Action Needed
Given an exact category, viewed as a site, do there exist nonadditive sheaves?
Nov
13
reviewed
Approve
Why aren't operator semigroups studied from a dynamical perspective?
Nov
9
reviewed
Reviewed
Polygon Problem
Nov
9
reviewed
Approve
A set with not too many integers of the form $\alpha \beta^n + r$
Nov
8
reviewed
No Action Needed
Do AuslanderReiten quivers coincide with the McKay quivers for arbitrary subgroups of GL(2,C)?
Nov
7
reviewed
No Action Needed
Distribution and moments of ratio of two beta variables?
Nov
7
reviewed
No Action Needed
Conjuring phantoms by hand?
Nov
6
reviewed
Reviewed
Which are the best mathematics journals, and what are the differences between them?
Nov
4
comment
Can you find linear recurrence relation for dimensions of invariant tensors?
Trying to improve a suggested edit of @dimension10 I corrected the three hyperlinks.
Nov
4
reviewed
Edit
Can you find linear recurrence relation for dimensions of invariant tensors?
Nov
4
revised
Can you find linear recurrence relation for dimensions of invariant tensors?
corrected links/
Nov
3
reviewed
Approve
Pettis Integrability and Laws of Large Numbers
Nov
3
reviewed
Approve
Is there an infinite group with exactly two conjugacy classes?
Nov
2
comment
Relation between graphs and groupoid $C^*$algebras
Dear Nicola Ciccoli, hoping to be helpful, I added a link to the quoted paper, with just some other minor edits.
Nov
2
revised
Relation between graphs and groupoid $C^*$algebras
I have added a link to the quoted paper. and just some other minor edit
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