Around Salem-Zygmund theorem
In this talk we will review some results arounds Salem-Zygmund central limit theorems for random trigonometric series and will discuss applications for studying the number of roots of random trigonometric polynomials whose coefficients are random according to general distributions. We will provide a method that enables one to use Wiener-chaos expansion beyond the Gaussian framework.
https://www.cmat.edu.uy/eventos/seminarios/seminario-de-probabilidad-y-estadistica/around-salem-sygmund-theorem
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Around Salem-Zygmund theorem
| Dia |
2022-04-08 10:30:00-03:00
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| Hora |
2022-04-08 10:30:00-03:00
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| Lugar | zoom |
Around Salem-Zygmund theorem
Guillaume Poly
(Université de Rennes 1)
In this talk we will review some results arounds Salem-Zygmund central limit theorems for random trigonometric series and will discuss applications for studying the number of roots of random trigonometric polynomials whose coefficients are random according to general distributions. We will provide a method that enables one to use Wiener-chaos expansion beyond the Gaussian framework.
