1) comonotone and coconvex approximation
共单调凸逼近
1.
The Jackson type estimates for the degree of comonotone and coconvex approximation of differentiable functions are discussed.
文中证明了有限区间上可微函效借助于代数多项式的共单调凸逼近的更为精确的Jackson型估计。
2) nearly comonotone approximation
近乎共单调逼近
1.
In this paper, results of Roulier theorem about nearly comonotone approximation were generalized to pseudo-comonotone approximation,two important results were proved.
将Roulier定理关于近乎共单调逼近的结论推广到拟共单调逼近,证明得出两个重要的结果。
3) pseudo-comonotone approximation
拟共单调逼近
1.
In this paper, results of Roulier theorem about nearly comonotone approximation were generalized to pseudo-comonotone approximation,two important results were proved.
将Roulier定理关于近乎共单调逼近的结论推广到拟共单调逼近,证明得出两个重要的结果。
4) monotone approximation
单调逼近
1.
We discuss the extremal points of best monotone approximation in L1[0, 1], and give the corresponding conclusion.
讨论了L1[0,1]空间最佳单调逼近的极端点问题,给出了相应的结果。
5) monotonicity preserving approximation
保单调逼近
6) generalized monotone approximation
广义单调逼近
补充资料：凸凸
1.高出貌。
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