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Nearly Comonotone Approximation of Periodic Functions
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作者 g. a. dzyubenko 《Analysis in Theory and Applications》 CSCD 2017年第1期74-92,共19页
Suppose that a continuous 2re-periodic function f on the real axis changes its monotonicity at points Yi In this paper, for each n _ N, a trigonometric polynomial Pn of order cn is found such that: Pn has the same ... Suppose that a continuous 2re-periodic function f on the real axis changes its monotonicity at points Yi In this paper, for each n _ N, a trigonometric polynomial Pn of order cn is found such that: Pn has the same monotonicity as f, everywhere except, perhaps, the small intervals. 展开更多
关键词 Periodic functions comonotone approximation trigonometric polynomials Jackson-type estimates.
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