# Sargera

 1d revised Some Scaling Estimate for Heat Kerneledited tags 2d revised Some Scaling Estimate for Heat Kerneladded 1024 characters in body Dec 6 accepted (Obvious?) Half-Space Poisson Kernel Estimate Dec 6 accepted Constructing a Distributional Solution to the Inhomogeneous C.R. Equations Dec 6 revised Some Scaling Estimate for Heat Kerneledited tags Dec 6 revised Some Scaling Estimate for Heat Kerneldeleted 4 characters in body Dec 6 revised (Obvious?) Half-Space Poisson Kernel Estimateadded 480 characters in body Dec 6 comment A convergence result for functions in L^2Cauchy-Schwarz and the pointwise bound $|f_{n}(x)||g(x)|\leq|x|^{-1/3}|g(x)|$ may be useful. Dec 6 answered Help with Stokes problem Dec 6 answered Need clarity with the maximum modulus principle of analytic functions Dec 6 comment (Obvious?) Half-Space Poisson Kernel EstimateI added the page where the theorem/proof appears. See (1) Dec 6 revised (Obvious?) Half-Space Poisson Kernel Estimateadded 101 characters in body Dec 6 comment (Obvious?) Half-Space Poisson Kernel EstimateSorry, I'm looking closer at the passage in the text and it looks like $y$ is actually held fixed. The reason I was tempted to say it is not is that in my linked question the equivalent of $y$ there (i.e. $t$) is allowed to vary, but that is why (I think) there is the additional constant involved in the estimate, namely $\beta$. So anyway, yes, $y$ is fixed. Dec 6 comment (Obvious?) Half-Space Poisson Kernel EstimateI believe $y>0$ is allowed to vary. $\alpha$ is the only parameter fixed, and $A$ is only allowed to depend on $\alpha$. Dec 6 revised Fourier Transform of Dirac Comb on $\mathbb{Z}$ and $\mathbb{Z}^{d}$.deleted 6 characters in body Dec 6 revised Some Scaling Estimate for Heat Kerneladded 215 characters in body Dec 5 revised Some Scaling Estimate for Heat Kerneladded 778 characters in body Dec 5 revised (Obvious?) Half-Space Poisson Kernel Estimateadded 71 characters in body Dec 5 asked (Obvious?) Half-Space Poisson Kernel Estimate Dec 5 revised Show $\left|\int_\alpha^\beta F(t) dt\right| \le \int_\alpha^\beta |F(t)| dt$edited body