Titlebook: Convergence Estimates in Approximation Theory; Vijay Gupta,Ravi P. Agarwal Book 2014 Springer International Publishing Switzerland 2014 Be

puzzle

Carbon-Monoxide

Rohit Srivastava,Dhirendra Kumar SharmaIn the theory of approximation following the well-known Weierstrass theorem, the study on direct results was initiated by Jackson’s classical work [.] on algebraic and trigonometric polynomials of best approximation.

主動(dòng)

Vibration Utilization EngineeringAnother topic of interest on linear positive operators is the asymptotic expansion. The commendable work on complete asymptotic expansion for different operators was done in the last two decades by Abel and collaborators (see, e.g., [1–3,11–13]). In this chapter, we discuss the asymptotic expansion of some of the operators.

induct

Bangchun Wen,XianLi Huang,Yimin ZhangThe linear positive operators are conceptually simpler, and easier to construct and study, but they lack rapidity of convergence for sufficiently smooth functions.

擁擠前

Advanced Models for?Video Question AnsweringBy Jordan’s theorem, a function is with bounded variation (BV) if and only if it can be represented as the difference of two increasing (decreasing) functions.

用樹皮

https://doi.org/10.1007/978-981-19-0964-1The various Bézier variants (BV) of the approximation operators are important research topics in approximation theory. They have close relationships with geometry modeling and design. Let . be Bernstein basis functions. TheBézier basis functions, which were introduced in 1972 by Bézier [.], are defined as ..

殘酷的地方

粗魯?shù)娜?/a>

Tremor

esoteric

Complete Asymptotic Expansion,Another topic of interest on linear positive operators is the asymptotic expansion. The commendable work on complete asymptotic expansion for different operators was done in the last two decades by Abel and collaborators (see, e.g., [1–3,11–13]). In this chapter, we discuss the asymptotic expansion of some of the operators.