Pages that link to "Item:Q2547683"
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The following pages link to On direct and converse theorems in the theory of weighted polynomial approximation (Q2547683):
Displaying 15 items.
- A Fourier-invariant method for locating point-masses and computing their attributes (Q723021) (← links)
- Weighted polynomial approximation (Q1081764) (← links)
- Géza Freud, orthogonal polynomials and Christoffel functions. A case study (Q1084611) (← links)
- Polynomial approximation with exponential weights (Q1105797) (← links)
- Sharp Nikolskij inequalities with exponential weights (Q1112277) (← links)
- Weighted polynomial approximation on unbounded intervals (Q1142376) (← links)
- Best weighted polynomial approximation on the real line; a functional- analytic approach (Q1196860) (← links)
- On Markov-Bernstein-type inequalities and their applications (Q1237900) (← links)
- A tribute to Géza Freud (Q1433342) (← links)
- A unified method for super-resolution recovery and real exponential-sum separation (Q1713646) (← links)
- Inequalities for weighted polynomials (Q1837859) (← links)
- When is approximation by Gaussian networks necessarily a linear process? (Q1886595) (← links)
- On polynomial approximation with the weight 363-1363-1363-1 (Q5686427) (← links)
- Some weighted polynomial inequalities (Q5896244) (← links)
- Error estimates of Lagrange interpolation and orthonormal expansions for Freud weights (Q5946616) (← links)
