A generalized approximation theory for quadratic forms II: Application to randomized spline type focal/conjugate point problems |
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Authors: | John Gregory H R Hughes |
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Institution: | (1) Department of Mathematics, Southern Illinois University at Carbondale, Carbondale, Illinois |
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Abstract: | This paper continues our earlier work on random quadratic forms. We show that if continuity conditions for a family of quadratic
forms holds uniformly on an index set, generalized focal/conjugate point signature approximation results hold. We then apply
these results to obtain continuity of thenth focal point in a random (robust) setting. |
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Keywords: | Random quadratic form focal point conjugate point spline approximation |
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