Interpolation and complex symmetry

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概要

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• In a separable complex Hilbert space endowed with an isometric conjugate-linear involution, we study sequences orthonormal with respect to an associated bilinear form. Properties of such sequences are measured by a positive, possibly unbounded angle operator which is formally orthogonal as a matrix. Although developed in an abstract setting, this framework is relevant to a variety of eigenvector interpolation problems arising in function theory and in the study of differential operators.

• 東北大学の論文

著者

• Garcia Stephan

  Department Of Mathematics Pomona College

• Putinar Mihai

  Department of Mathematics, University of California at Santa Barbara

関連論文

• Interpolation and complex symmetry

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