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- W199631488 abstract "The paper discusses the graph completion inclusion isotone for interval least squares problem wherein, incorporated the Tikhonov regularization for resolving the recurrent problem of ill-conditioning for the resulting interval linear least squares using quadratic polynomial fit. It is established that convergence of interval operators to the described interval least squares problems implies convergence in the tempered distribution of interval data in the sense of (2). The open Question of Completeness of graph in Banach Space Topology is addressed and estimate of eigenvalues to the interval matrix was given further interpretation using ideas of (24) which has great importance in the study of growth rate of a system. Numerical example is demonstrated with described methods." @default.
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- W199631488 date "2015-01-01" @default.
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- W199631488 title "Graph Completion Inclusion Isotone for Interval Least Squares Equation" @default.
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