Magnetics Information Consortium (MagIC)
Development and Maintenance by the EarthRef.org Database Team

MagIC Method Codes
Code Method Type IAGA7 URL Description
DE-BFL Direction Estimation LINK Best fit line. Kirschvink 1980.
DE-BFL-A Direction Estimation   Best fit line: Linear regression anchored in the origin.
DE-BFL-O Direction Estimation   Best fit line: Linear regression with origin included but not anchored in calculations.
DE-BFP Direction Estimation LINK Best fit plane. Kirschvink 1980.
DE-BFP-G Direction Estimation   Best fit plane: Great circle.
DE-BFP-S Direction Estimation   Best fit plane: Small circle.
DE-BS Direction Estimation   Bingham statistics.
DE-DI Direction Estimation Ptype D   Pole latitude and longitude calculation from mean declination-inclination. Cox & Doell 1960.
DE-FM Direction Estimation   Fisher mean. Fisher 1953.
DE-FM-LP Direction Estimation   Fisher mean: Line and planes. McFadden & McElhinny 1988.
DE-FM-UV Direction Estimation   Fisher mean: Unit vectors. McFadden & McElhinny 1988.
DE-K Direction Estimation   Kappa estimation. Fisher 1953.
DE-K-F Direction Estimation   Kappa estimation: McFadden's (1980) best estimate of Fisherian Kappa, given by Kf=(N-1)/(N-R), an unbiased estimate for 1/kappa. Fisher 1953, McFadden 1980.
DE-K-ML Direction Estimation   Kappa estimation: Maximum likelihood estimate of Fisherian Kappa, given by Kml=N/(N-R). McFadden 1980.
DE-K-RAT Direction Estimation   Kappa estimation: Ratio of Kappa's from two different distributions. Watson 1956b.
DE-K-U Direction Estimation   Kappa estimation: Unbiased estimate of Fisherian Kappa, given by Ku=(N-2)/(N-R). McFadden 1980.
DE-MAD Direction Estimation LINK Maximum angle of deviation. Kirschvink 1980.
DE-MAD-L Direction Estimation LINK Maximum angle of deviation: Estimated about best-fit line. Kirschvink 1980.
DE-MAD-P Direction Estimation LINK Maximum angle of deviation: Estimated about best-fit plane. Kirschvink 1980.
DE-POLE Direction Estimation   Generic paleomagnetic pole.
DE-RAN Direction Estimation   Uses R to test for randomness of set of directions. Watson 1956a.
DE-V Direction Estimation   Definition of parameter V for different sets of N & R directions. Watson 1980.
DE-VGP Direction Estimation Ptype V   Pole latitude and longitude calculation from mean VGP. Cox & Doell 1960.
DE-VM Direction Estimation   Vector mean, including magnitude of vector, rather than just Fisher mean unit vectors.
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