guido giuliani

304 reputation

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visits	member for	1 year, 2 months
	seen	Feb 4 at 18:44
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	304 reputation	bio	website		visits	member for	1 year, 2 months
16 badges		location			seen	Feb 4 at 18:44

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Oct 17	asked	Quick criterion to decide whether a limit of functions in $W^{1,p}(\Omega)$ is in that space
Oct 4	accepted	How to evaluate this limit?
Oct 4	revised	How to evaluate this limit? added 6 characters in body
Oct 4	asked	How to evaluate this limit?
Oct 2	accepted	Difficult limit involving $n$-th root and $n$-th exponentiation
Oct 2	revised	Difficult limit involving $n$-th root and $n$-th exponentiation added 31 characters in body
Oct 2	asked	Difficult limit involving $n$-th root and $n$-th exponentiation
Sep 27	accepted	Prove the divergence of a particular series, given that another series diverges
Sep 26	revised	Prove the divergence of a particular series, given that another series diverges added 461 characters in body
Sep 25	asked	Prove the divergence of a particular series, given that another series diverges
Sep 11	accepted	Inequality with unusual constraint $a,b,c\in (0,1)$ such that $1+abc=a(bc+a)+b(ca+b)+c(ab+c)$
Sep 11	asked	Inequality with unusual constraint $a,b,c\in (0,1)$ such that $1+abc=a(bc+a)+b(ca+b)+c(ab+c)$
Sep 8	accepted	Weak closedness implies closed and convex
Sep 5	revised	Weak closedness implies closed and convex added 4 characters in body
Sep 5	comment	Weak closedness implies closed and convex how do you prove that, with your choice of $A$, $S_p(A)$ is weakly closed in $L^p(I,\mathbb R^n)$?
Sep 5	asked	Weak closedness implies closed and convex
Sep 5	accepted	Integral inequality on a periodic function
Sep 5	accepted	Relation on fourier coefficients implies smoothness for a periodic continuous function
Sep 4	asked	Relation on fourier coefficients implies smoothness for a periodic continuous function
Sep 4	accepted	Unusual sufficient condition to have strong convergence in $L^1([0,1])$