anuttarasammyak's latest activity
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anuttarasammyak reacted to pasmith's post in the thread Does this series converge uniformly? with
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It may help to note that $$\frac{n^2}{n + \frac15} = n - \frac{1}{5 + \frac 1n}.$$ -
anuttarasammyak replied to the thread B Train Fall Paradox.Thanks you all for good teachings. I add would add a rough hand drawing explaining the event. -
anuttarasammyak replied to the thread I Integration of energy-momentum pseudotensor for Kerr BH.From "general theory of relativity" by Dirac, as for Einstein pseudotensor, (32.3) where ##\mathcal{L}=\sqrt{}\ L## with (26.3) , we got... -
anuttarasammyak replied to the thread Does this series converge uniformly?.From the graph in #7, we observe for |x| >> 1 only n=1 term survives so it is sinusoidal between -1 and 1. From the graph in #3 , for... -
anuttarasammyak posted the thread I Integration of energy-momentum pseudotensor for Kerr BH in Special and General Relativity.Once, I calculated the integral of the Einstein energy–momentum pseudotensor for a Schwarzschild black hole in the region outside the... -
anuttarasammyak replied to the thread I Elementary question about comparing notations of inner product.Order does not matter for real number inner products. However, in (c), $$<u|v> = <v|u>^*$$a conjugate complex. -
anuttarasammyak replied to the thread Does this series converge uniformly?.##x^2-3x+3>1## ##x<1,2<x## for these area $$ \sum_{n=1}^\infty |\sigma_n| < \sum_{n=1}^\infty \frac{1}{n^p} ,p>1$$ so the sum converges... -
anuttarasammyak replied to the thread Does this series converge uniformly?.FYI please share the plot of the sum as function of x which I ordered to ChatGPT. -
anuttarasammyak replied to the thread I Infinite number of spatial dimensions (maybe also time dimensions).I do not expect that learnig Hilbert space give you a direct answer to your question, but you may become familiar with mathematics of... -
anuttarasammyak replied to the thread I Infinite number of spatial dimensions (maybe also time dimensions).We are familiar with countable infinite dimension Hilbert space in QM. You may be able to get some hint for your problem from it. -
anuttarasammyak replied to the thread I EPR revisited.Thank you @PeterDonis. I should be somewhat satisfied to know that studies are going on.


