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COMPRESSION OF nth-ORDER DATA ARRAYS BY B-SPLINES.PART 1:THEORY
作者姓名:BJфRN K.ALSBERG  OLAV M.KVALHEIM
作者单位:Department of Chemistry University of Bergen,Allegt.4I,N-5007 Bergen,Norway,Department of Chemistry,University of Bergen,Allegt.4I,N-5007 Bergen,Norway
摘    要:For efficient handling of very large data arrays,pretreatment by compression is mandatory.In the presentpaper B-spline methods are described as good candidates for such data array compression.Themathematical relation between the maximum entropy method for compression of data tables andthe B-spline of zeroth degree is described together with the generalization of B-spline compression tonth-order data array tables in matrix and tensor algebra.


COMPRESSION OF nth-ORDER DATA ARRAYS BY B-SPLINES.PART 1:THEORY
Abstract:For efficient handling of very large data arrays,pretreatment by compression is mandatory.In the present paper B-spline methods are described as good candidates for such data array compression.The mathematical relation between the maximum entropy method for compression of data tables and the B-spline of zeroth degree is described together with the generalization of B-spline compression to nth-order data array tables in matrix and tensor algebra.
Keywords:Compression  Multivariate analysis  B-splines  Maximum entropy
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