The grid may have a total of exactly 12, 42, 162, 642, ... points. Mathematically speaking, the grid may have either 12 or 2 + ( 10 * (4 ^ k) ) points, where k is a positive integer. The user may request any number of points, and the closest attainable value will be produced. All code is compatible with GNU Octave. The algorithm was developed by Nick A. Teanby of Oxford University. Refer to his website for the publication describing the...
Metaquokka is a highly configurable xml editor, currently available as Gridsphere portlet. Besides the default format, there is suppoert for ESysXML, a simulation description scheme for a geodynamics framework. Supports Generic Mapping Tools...
A geodesic grid is an even grid over the surface of a sphere. The algorithm is optimized for a grid generated by GridSphere and won't work on an arbitrary geodesic grid. All code is compatible with GNU Octave. The GridSphere function is available...
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