In Chapter 4, we considered the real sequences whose terms are real numbers. In this chapter, we consider the sequence whose terms are real functions rather than real numbers. These sequences naturally arise in Real Analysis. The sequences of functions are mainly useful in approximating some ...
5) uniformly convergent function sequences 一致收敛的函数列6) the convergence of the series 级数的收敛 例句>> 补充资料:一致收敛级数 一致收敛级数 uniformly-convergent series 一致收敛级数[恤西团闹y一e阅vergent series;paBHoMe-Poo exo皿:山,益e二P,及」 具有(一般地)复数项的函数级数 艺a。(x)...
UNIFORM CONVERGENCE OF THE SEQUENCES OF FUNCTIONS {f_(2j+1)(t)} AND {g_(2j+1)(t)} mathematica numerica sinicaXiong Zhen-xiang Beijing Institute of Aeronautics and Astronautics,.UNIFORM CONVERGENCE OF THE SEQUENCES OF FUNCTIONS {f_(2j+1)(t)} AND {g_(2j+1)(t)}.[J];Mathematica ...
UNIFORM CONVERGENCE OF THE SEQUENCES OF FUNCTIONS {f_(2j+1)(t)} AND {g_(2j+1)(t)}函数序列{f_(2j+1)(t)}与{g_(2j+1)(t)}的一致收敛性 熊振翔 Full-Text Cite this paper Add to My Lib Abstract: 由1]中调配函数的性质3及5可知,当j为奇数时,f_(2j 1)(t)及g_(2j 1)...
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Statistical Convergence in Function Spaces We study statistical versions of several classical kinds of convergence of sequences of functions between metric spaces (Dini, Arzel脿, and Alexandroff) in different function spaces. Also, we discuss a statistical approach to recently in... A Caserta,GD Ma...
to show convergence on [2,∞) (which is true as long as x > 1), I could say that the nth value of this new series is greater in magnitude than the nth value of the zeta function series by virtue of the fact that the new function's index is offset from the original series' inde...
Lecture2_Uniform_Convergence
Weak convergence of convolution products of non-identical probability measures on topological semigroups is investigated Firstly, the dependence relationship between the semigroup N of measures and suppN is studied; secondly, a necessary and sufficient condition that insures the strong uniform com关键词...
Journal of Mathematical SciencesAntonova T.M., Sus' O.M. On some sequences of the sets of uniform convergence for two-dimensional continued fractions. J. Math. Sci. (N.Y.) 2017, 222 (1), 56-69. doi: 10.1007/s10958-017-3282-y (translation of Mat. Metody Fiz.-Mekh. Polya 2015,...