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Rajesh D
  • Member for 14 years, 1 month
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 Announcer
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A Question in Fourier Analysis proposing a conjecture
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A Question in Fourier Analysis proposing a conjecture
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A Question in Fourier Analysis proposing a conjecture
added proof to first conjecture
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A Question in Fourier Analysis proposing a conjecture
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A Question in Fourier Analysis proposing a conjecture
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A Question in Fourier Analysis proposing a conjecture
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A Question in Fourier Analysis proposing a conjecture
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A Question in Fourier Analysis proposing a conjecture
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A Question in Fourier Analysis proposing a conjecture
comment
Convergence rate of the sum of squares of inverse distances of random points which become dense in a region
there is no $\log(n)$?
comment
Convergence rate of the sum of squares of inverse distances of random points which become dense in a region
What is the prefactor for the $m>2$ case. My guess is $\frac{1}{3}$
accepted
Convergence rate of the sum of squares of inverse distances of random points which become dense in a region
comment
Convergence rate of the sum of squares of inverse distances of random points which become dense in a region
@MartinModrák : Thank you. I have edited to make $i$ not equal to $j$.
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Convergence rate of the sum of squares of inverse distances of random points which become dense in a region
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revised
Convergence rate of the sum of squares of inverse distances of random points which become dense in a region
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revised
Convergence rate of the sum of squares of inverse distances of random points which become dense in a region
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asked
Convergence rate of the sum of squares of inverse distances of random points which become dense in a region
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 Popular Question
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Computing a closed form representation for a Fourier series summation
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