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INTERPOLATION ON THE COMPLEX HILBERT SPHERE
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作者 V.A.Menegatto 《Analysis in Theory and Applications》 1996年第2期31-39,共9页
Let S∞ denote the unit sphere in some infinite dimensional complex Hilbert space (H,<·,·>)Let z1,z2,…,z1 be distinct points on S∞ This paper deals with interpolation of arbitrary data on the zj by a... Let S∞ denote the unit sphere in some infinite dimensional complex Hilbert space (H,<·,·>)Let z1,z2,…,z1 be distinct points on S∞ This paper deals with interpolation of arbitrary data on the zj by a function in the linear span of the l functionswhen is a suitable function that operates on nonnegative definite matrices.Conditions for the strict positive definiteness of the kernel are obtained. 展开更多
关键词 interpolation ON THE COMPLEX hilbert SPHERE
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