I recently asked this question, which I wanted to tag in such a way that would indicate it was a very basic question about simplifying an expression. Because of 6005's comment, I learnt about the algebra-precalculus tag. Can I edit this tag's wiki to indicate that the algebra-precalculus tag incl...
2 hours later…
8:21 PM
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Consider a parabolic problem PDE, on a domain, say $(0,T)\times (x_1,x_2)$ Let's say we have $Lu(x,t) = f(x,t;p)$ with boundary conditions $u(x_1,t)=g_1(t;p)$, $u(x_2,t)=g_2(t;p)$ and $f(x,0)=h(x;p)$ where $f,g_1,g_2,h$ are all $\alpha$-Holder continuous in $(x,t)$. Hence solution exists for...
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I cannot believe I am asking this but here we go. This is from literature related to parabolic equations. Let $D$ be a bounded $n+1$ dimensional domain in $R^{n+1}$, $(x,t)=(x_1,\dots,x_n,t)$ is a variable point in $R^{n+1}$. D is bounded by a domain $B$ on $t=0$ and a domain $B$ on $t=0$, a doma...
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