user12345
Reputation
1,541
Top tag
Next privilege 2,000 Rep.
 Jul 12 awarded Yearling May 27 comment Why does $D \det(I)B=\frac{d}{d t}\det(I+t B)|_{t=0}$ hold? Yes. The one you linked here :-) May 27 comment Why does $D \det(I)B=\frac{d}{d t}\det(I+t B)|_{t=0}$ hold? Eq. (7) looks so interesting! I enjoyed reading your argument in another post where you answered to that question. May 27 comment Why does $D \det(I)B=\frac{d}{d t}\det(I+t B)|_{t=0}$ hold? Thanks for your concise answer! May 27 accepted Why does $D \det(I)B=\frac{d}{d t}\det(I+t B)|_{t=0}$ hold? May 26 comment How does the solution of ODE $y'=F(t,y)$ extend to an open interval? Thanks for a clear answer! May 26 accepted How does the solution of ODE $y'=F(t,y)$ extend to an open interval? May 26 revised How does the solution of ODE $y'=F(t,y)$ extend to an open interval? deleted 286 characters in body May 26 comment How does the solution of ODE $y'=F(t,y)$ extend to an open interval? I'm sorry, but I can't figure out how to use the definition to solve this problem. May 26 asked How does the solution of ODE $y'=F(t,y)$ extend to an open interval? May 26 comment Why does $D \det(I)B=\frac{d}{d t}\det(I+t B)|_{t=0}$ hold? That makes sense! Thanks for your answer. May 26 revised Why does $D \det(I)B=\frac{d}{d t}\det(I+t B)|_{t=0}$ hold? added 27 characters in body; edited title May 26 asked Why does $D \det(I)B=\frac{d}{d t}\det(I+t B)|_{t=0}$ hold? May 21 asked How to verify F-relatedness? May 19 comment Are $\mathbb{CP}^{n}$ and $\mathbb{RP}^{2n}$ diffeomorphic? Thanks for your answer. I had a terrible misunderstanding. May 19 asked Are $\mathbb{CP}^{n}$ and $\mathbb{RP}^{2n}$ diffeomorphic? May 16 comment What does $]-\pi, \pi[$ mean Thanks for the link. Now I will close the post. May 16 comment What does $]-\pi, \pi[$ mean Thanks for clarification! It was really hard for me to find duplicate post, so I decided to ask. May 16 asked What does $]-\pi, \pi[$ mean May 11 accepted For a given natural number $s$, are there infinitely many primes with form $2st+1,t\in\mathbb{N}$?