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Is the sequence equidistributed on the sphere?

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#sequences-and-series #ergodic-theory #equidistribution
737
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Generic point - invariant measure

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#ergodic-theory #equidistribution
254
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Is it possible to have a closed formula for a sequence 2, 4, 6, 8, ... and the sequence would be equidistributed?

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#sequences-and-series #recreational-mathematics #equidistribution
109
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Katz-Sarnak results on equidistribution of coefficients of Frobenius of curves over finite fields

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#number-theory #algebraic-geometry #algebraic-curves #equidistribution
131
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Equidistribution of $\{p_n^2 \alpha \}$

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#number-theory #ergodic-theory #diophantine-approximation #equidistribution
55
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If $\{a_n\},\{b_n\}$ are equidistributed, is $\{a_n\}\cup\{b_n\}$ equidistributed?

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#equidistribution
85
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reduce to the case $[0,1]$ in equidistribution modulo $1$

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#real-analysis #proof-verification #equidistribution
77
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Detail in van der Corput inequality

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#real-analysis #complex-analysis #equidistribution
40
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equality of fractional parts

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#real-analysis #equidistribution
52
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Equidistribution summing over the euclidean ball

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#analysis #fourier-analysis #equidistribution
179
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Fourier analysis an Introduction Chap 4. Exercise 5

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#equidistribution
35
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Comparing two rational approximation of the same minimum

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#polynomials #diophantine-approximation #equidistribution
146
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Effective equidistribution inequality for $\sqrt{2}$

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#diophantine-approximation #equidistribution
142
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If $\sqrt{h_{n+1}}-\sqrt{h_n} \rightarrow 0$ and $\alpha$ irrational, then $\{h_n \alpha\}$ is equidistributed mod 1

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#sequences-and-series #probability-theory #irrational-numbers #equidistribution
83
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Potential enhancement of the equidistribution theorem

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#sequences-and-series #probability-theory #irrational-numbers #equidistribution

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