guido giuliani
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 Aug22 comment differential system on the torus So i presume you would like to conclude that $\tilde u$ and $\tilde v$ are identically zero, being harmonic and with $0$ integral. Am I right? but unfortunately i cannot conclude by myself. Can you help me? Aug21 awarded Commentator Aug21 asked differential system on the torus Aug21 comment Estimate on the interval of definition as parameter varies I'm afraid your calculations are not correct.. Aug21 asked Estimate on the interval of definition as parameter varies Aug20 accepted Proving a function is not integrable Aug20 asked Proving a function is not integrable Aug18 accepted Sequence of indicator functions is weakly convergent. Aug17 asked Sequence of indicator functions is weakly convergent. Aug14 accepted Riccati type equation Aug6 asked Riccati type equation Aug4 accepted Prove that the solution tends to $0$ as $t$ goes to infinity Aug4 comment Prove that the solution tends to $0$ as $t$ goes to infinity Excellent.. thank you did.. Aug4 comment Prove that the solution tends to $0$ as $t$ goes to infinity I don't get your point about symmetry.. can you please provide more details? Aug4 comment Prove that the solution tends to $0$ as $t$ goes to infinity I don't know.. form your proof $<0$ seems to suffice indeed.. i copied the text as i found it.. Aug4 comment Prove that the solution tends to $0$ as $t$ goes to infinity Where did you used that the matrix is simmetric? Was it just a redundant information? Aug4 asked Prove that the solution tends to $0$ as $t$ goes to infinity Aug4 accepted Prove that this is a Banach space Jul28 asked Prove that this is a Banach space Jul21 accepted Prove that this function is measurable