(n+1)维空间Cna,b上规范B基存在的充要条件
Necessary and Sufficient Condition for the Existence of Normalized B-Bases on (n+1)-Dimensional Space Cna,b
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摘要: 给出(n+1)维空间Cna,b上规范B基存在的充要条件,并就摆线的规范B基的非退化表示进行讨论,得到了函数空间P1=span1, t, cost, sint中摆线的非退化规范B基表示.Abstract: Necessary and sufficient condition for the existence of normalized B-bases on （n＋1）-dimensional space Cn［a,b］ is presented.The non-degenerated representation of cycloid by normalized Bbases is discussed,a non-degenerated representation in space P1＝span｛1,t,cos t,sin t｝is given.
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