Difference: SWSpherekit (1 vs. 3)

Revision 32010-08-18 - TheresiaFreska

META TOPICPARENT	name="SoftwareGeostatistical"

Spherekit 1.0

Below is the detail information:

DEVELOPED

1997

Changed:

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AUTHOR	Cort Willmott (University of Delaware), Rob Raskin (Jet Propulsion Laboratory), Chris Funk (NCGIA), Scott Webber (University of Delaware), and Mike Goodchild (NCGIA). National Center for Geographic Information and Analysis (NCGIA) University of California, Santa Barbara (UCSB). USA Chris Funk (chris@geog.ucsb.edu)
PLATFORM	UNIX (DEC Alpha, SGI Challenger) Also required are FORTRAN and C compilers and "ghostview" for viewing PostScript files

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AUTHOR	Cort Willmott (University of Delaware), Rob Raskin (Jet Propulsion Laboratory), Chris Funk (NCGIA), Scott Webber (University of Delaware), and Mike Goodchild (NCGIA). National Center for Geographic Information and Analysis (NCGIA) University of California, Santa Barbara (UCSB). USA Chris Funk (chris(at)geog.ucsb.edu)
PLATFORM	UNIX (DEC Alpha, SGI Challenger) Also required are FORTRAN and C compilers and "ghostview" for viewing PostScript files

PURPOSE	Spatial interpolation programs using spherical geometry
FUNCTIONS	ESDA + variogram can be automatically fitted ESTIMATIONS + All of the interpolation algorithms in Spherekit take account of the sphericity of the earth. + Inverse distance weighting + Triangulation + Ordinary point kriging + Multiquadratic + Thin plate spline + cross validation: error field, table of error summary statistics, histogram, and a scatterplot. The overall error is computed either as the mean average error (MAE) or the root mean square error (RMSE). OTHERS + Contouring and raster output
CODES	Fortran and C codes available
HOMEPAGE	Home: www.ncgia.ucsb.edu/pubs/spherekit/

Revision 22010-08-02 - TheresiaFreska

META TOPICPARENT	name="SoftwareGeostatistical"

Spherekit 1.0

Below is the detail information:

DEVELOPED	1997
AUTHOR	Cort Willmott (University of Delaware), Rob Raskin (Jet Propulsion Laboratory), Chris Funk (NCGIA), Scott Webber (University of Delaware), and Mike Goodchild (NCGIA). National Center for Geographic Information and Analysis (NCGIA) University of California, Santa Barbara (UCSB). USA Chris Funk (chris@geog.ucsb.edu)
PLATFORM	UNIX (DEC Alpha, SGI Challenger) Also required are FORTRAN and C compilers and "ghostview" for viewing PostScript files
PURPOSE	Spatial interpolation programs using spherical geometry
FUNCTIONS	ESDA + variogram can be automatically fitted ESTIMATIONS + All of the interpolation algorithms in Spherekit take account of the sphericity of the earth. + Inverse distance weighting + Triangulation + Ordinary point kriging + Multiquadratic + Thin plate spline + cross validation: error field, table of error summary statistics, histogram, and a scatterplot. The overall error is computed either as the mean average error (MAE) or the root mean square error (RMSE). OTHERS + Contouring and raster output
CODES	Fortran and C codes available
HOMEPAGE	Home: www.ncgia.ucsb.edu/pubs/spherekit/

Deleted:

<
<

-- TWikiAdminUser - 2010-06-30

Revision 12010-06-30 - TWikiAdminUser

META TOPICPARENT	name="SoftwareGeostatistical"

Spherekit 1.0

Below is the detail information:

DEVELOPED	1997
AUTHOR	Cort Willmott (University of Delaware), Rob Raskin (Jet Propulsion Laboratory), Chris Funk (NCGIA), Scott Webber (University of Delaware), and Mike Goodchild (NCGIA). National Center for Geographic Information and Analysis (NCGIA) University of California, Santa Barbara (UCSB). USA Chris Funk (chris@geog.ucsb.edu)
PLATFORM	UNIX (DEC Alpha, SGI Challenger) Also required are FORTRAN and C compilers and "ghostview" for viewing PostScript files
PURPOSE	Spatial interpolation programs using spherical geometry
FUNCTIONS	ESDA + variogram can be automatically fitted ESTIMATIONS + All of the interpolation algorithms in Spherekit take account of the sphericity of the earth. + Inverse distance weighting + Triangulation + Ordinary point kriging + Multiquadratic + Thin plate spline + cross validation: error field, table of error summary statistics, histogram, and a scatterplot. The overall error is computed either as the mean average error (MAE) or the root mean square error (RMSE). OTHERS + Contouring and raster output
CODES	Fortran and C codes available
HOMEPAGE	Home: www.ncgia.ucsb.edu/pubs/spherekit/

-- TWikiAdminUser - 2010-06-30

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