Pages that link to "Item:Q2656123"
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The following pages link to Lacunary polynomials in \(L^1\): geometry of the unit sphere (Q2656123):
Displaying 8 items.
- Polynomials and entire functions: Zeros and geometry of the unit ball (Q1588354) (← links)
- A Rudin-de Leeuw type theorem for functions with spectral gaps (Q1979887) (← links)
- Best \(L^2\)-extension of algebraic polynomials from the unit Euclidean sphere to a concentric sphere (Q2043616) (← links)
- Nearly outer functions as extreme points in punctured Hardy spaces (Q2131775) (← links)
- Spaces of Lorentzian and real stable polynomials are Euclidean balls (Q5018883) (← links)
- On Geometry of the Unit Ball of Paley–Wiener Space Over Two Symmetric Intervals (Q5889314) (← links)
- Inner functions as strongly extreme points: stability properties (Q6062139) (← links)
- Questions about extreme points (Q6113055) (← links)