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How can I count instances of $f(x)=0$ from $x=0$ to $n$?

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#sequences-and-series #number-theory #measure-theory #functions #quasiperiodic-function
84
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What give rise to the apparent quasiperiodicity of integer multiples of $\pi$ and $e$ plotted here?

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#elementary-number-theory #irrational-numbers #quasiperiodic-function
1.3k
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Asymptotics of Jacobi's third theta function.

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#reference-request #asymptotics #theta-functions #quasiperiodic-function
273
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Quasi-Periodic Function as the Sum of Periodic Functions

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#functional-analysis #analysis #special-functions #periodic-functions #quasiperiodic-function
141
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Periodicity in Riemann zeros.

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#zeta-functions #riemann-hypothesis #quasiperiodic-function
58
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Whether Functions With A Periodic-Like Property Are Constant

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#functions #periodic-functions #quasiperiodic-function
146
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Generalization of periodicity

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#bessel-functions #periodic-functions #almost-periodic-functions #quasiperiodic-function
189
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Existence of 2D Quasicrystal with vertex having only even (or odd) coordination number.

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#graphing-functions #tiling #quasiperiodic-function
607
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Quasiperiodic tiling of the hyperbolic plane?

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#hyperbolic-geometry #tiling #quasiperiodic-function
860
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Is there a definition of a "pseudo period" for $f(x)=\sin(3x)+\sin(\pi x)$?

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#trigonometry #irrational-numbers #rational-numbers #periodic-functions #quasiperiodic-function
17
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How to model a pseudo periodic signal?

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#normal-distribution #almost-periodic-functions #quasiperiodic-function
103
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General solution to $f(cx) = \lambda f(x)$

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#functions #periodic-functions #eigenfunctions #quasiperiodic-function
59
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Quasi periodic entire function

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#complex-analysis #elliptic-curves #arithmetic-geometry #quasiperiodic-function
69
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Defining boundary conditions on $\mathbb{T}=\mathbb{R}/\mathbb{Z}$

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#equivalence-relations #periodic-functions #quasiperiodic-function
61
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Fitting trigonometric function

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#least-squares #quasiperiodic-function

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