A correction to Bahr's "phase deviation" method for tensor decomposition

Details A correction to Bahr's "phase deviation" method for tensor decomposition A correction to Bahr's "phase deviation" method for tensor decomposition

Oct 1999

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1999ep%26s...51.1019p&link_type=abstract

Earth, Planets and Space, Volume 51, p. 1019-1022.

Computer Science

3

Scientific paper

For models having moderate departures from the basic distortion model (from the so called "principal superimposition" model, that is where local three-dimensional and regional two-dimensional structures are superimposed) a special tensor decomposition method (the so called phase deviation method) was suggested by Bahr (1991). As far as we know, this technique has never got a wide field application in the field. In a careful examination of the suggested solution, an error was observed in the original derivation of the formulas. In this paper Bahr's (1991) solution is corrected. Using the new equations, more understandable and interpretable results are obtained, as it is illustrated on synthetic examples.

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