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- W1504969474 abstract "Abstract. Let I be a finite interval, r∈N and ρ(t)= dist {t, I} , t∈ I . Denote by Δ s + L q the subset of all functions y∈ L q such that the s -difference Δ s τ y(t) is nonnegative on I , $$forall$$τ>0 . Further, denote by $$Delta^s_+W^r_{p,alpha}$$, 0≤α 0 . For s=0,1,2 , we obtain two-sided estimates of the shape-preserving widths" @default.
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- W1504969474 date "2003-03-01" @default.
- W1504969474 modified "2023-09-26" @default.
- W1504969474 title "Shape-Preserving Widths of Weighted Sobolev-Type Classes of Positive, Monotone, and Convex Functions on a Finite Interval" @default.
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- W1504969474 doi "https://doi.org/10.1007/s00365-001-0027-3" @default.
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