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Giuseppe Tortorella
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Jan
27
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Is the empty graph a tree?
Jan
25
reviewed
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Show that Z2 is not conservative over PA
Jan
24
reviewed
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number of simple representations
Jan
24
reviewed
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product of two riemann integrable is riemann integrable
Jan
18
reviewed
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Strictly convex renormings making power bounded operators into contractions
Jan
18
reviewed
Looks Good
Transition probabilities in coupled Markov chains
Jan
18
reviewed
Looks Good
Cyclotomic Fields over Q and prime ideals
Jan
9
reviewed
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Explicit form for hermitian structure $h$ with respect to $\omega$
Jan
9
comment
Hilbert's syzygy theorem in the analytic setting
Dear Eric, I added a true link towards your question on Math.SE, I hope you do not mind.
Jan
9
revised
Hilbert's syzygy theorem in the analytic setting
I added a true link to the question on Math.SE
Jan
2
reviewed
No Action Needed
How to compute the Hurewicz image of a stable map into real K theory
Jan
1
reviewed
Reviewed
How much information does the multiplicative semigroup of an algebra contain?
Dec
24
reviewed
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Integral of Square of Mean Curvature
Nov
30
revised
Lagrangian complement in a symplectic vector bundle
added 17 characters in body; edited title
Nov
30
asked
Lagrangian complement in a symplectic vector bundle
Nov
28
reviewed
Close
Metricspace with a ball inside a smaller ball
Nov
26
reviewed
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A argument related measurable partitions in dynamic system
Nov
24
reviewed
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Classical invariants involving exterior powers of standard representation
Nov
24
reviewed
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Squarefree Parts of Mersenne Numbers
Nov
18
comment
Is there a Legendrian Neighbourhood Theorem also for noncooriented contact manifolds?
Dear @G_infinity, so, on a neighbourhood of $\mathbb P_x(T^\ast M)$ in $\mathbb P(T^\ast M)$, there doesn't exist any contact form $\alpha$, otherwise it would determine a global section of the line bundle. Thank you very much.
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