ON THE CONTINUITY PROPERTIES OF SOME CLASSES OF VECTOR-VALUED FUNCTIONS

K. M. Naralenkov

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ON THE CONTINUITY PROPERTIES OF SOME CLASSES OF VECTOR-VALUED FUNCTIONS

机译：关于某些类的向量值函数的连续性

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In this talk we discuss the continuity properties of some classes of functions that occur in the theory of vector-valued integration. The familiar result states that in the scalar case a function of bounded variation on an interval has all the unilateral

机译：在本次演讲中，我们讨论了矢量值积分理论中某些类函数的连续性。熟悉的结果表明，在标量情况下，区间上有界变化的函数具有所有单边

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来源
《Real analysis exchange》 |2007年第report期|p.175-179|共5页
作者
K. M. Naralenkov;
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作者单位

Department of Applied Mathematics, Bauman State Technical University, 105005 Moscow, Russian Federation;

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正文语种 eng
中图分类应用数学;
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ON THE CONTINUITY PROPERTIES OF SOME CLASSES OF VECTOR-VALUED FUNCTIONS

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