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A New Extension of Monotone Sequences and its Applications

机译:单调序列的新扩展及其应用

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We define a new class of numerical sequences. This class is wider than any one of the classical or recently defined new classes of sequences of monotone type. Because of this generality we can generalize only the sufficient part of the classical Chaundy-Jolliffe theorem on the uniform convergence of sine series. We also present two further theorems having conditions of sufficient type.
机译:我们定义了一类新的数字序列。此类比任何单调类型的经典序列或最近定义的新类别的类都要广泛。由于这种一般性,我们只能在正弦序列的一致收敛性下推广经典Chaundy-Jolliffe定理的足够部分。我们还提出了另外两个具有足够类型条件的定理。

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