WebDescription. SHExpandDH. Expand an equally sampled or equally spaced map into spherical harmonics using Driscoll and Healy ’s (1994) sampling theorem. MakeGridDH. Create a 2D map from a set of spherical harmonic coefficients that conforms with Driscoll and Healy ’s (1994) sampling theorem. SHExpandDHC. WebSep 1, 2024 · The spherical ridgelet trans- form is presented in Sec. III. The numerical implementation of our ridgelet transform is presented and evaluated in Sec. IV and an illustrative application to...
Scale-discretised ridgelet transform on the sphere - NASA/ADS
WebSep 6, 2024 · The resulting spherical ridgelet transform also admits exact inversion for antipodal signals. The restriction to antipodal signals is expected since the spherical Radon and ridgelet transforms themselves result in signals that exhibit antipodal symmetry. Our ridgelet transform is defined natively on the sphere, probes signal content globally ... Webconcept of spherical ridgelets following the conceptual lines de ned in [8]. It is also shown how the ridgelet approxima-tions can be used for recovering the ODFs using only about half an order of magnitude fewer representation coef cients as compared to the case of spherical harmonics. Finally, it should be noted that the proposed ridgelet anal- embed ms forms in website
scarlet Documentation — scarlet documentation - GitHub Pages
WebOct 6, 2015 · spherical Radon and ridgelet transforms themselves result in signals that exhibit antipodal symmetry. Our ridgelet transform is defined natively on the sphere, probes signal content globally along great circles, does not exhibit blocking artefacts, supports spin signals and exhibits an exact and explicit WebSpherical Harmonic Tools. pyshtools is an archive of Python software that can be used for spherical harmonic transforms, multitaper spectral analyses, expansions of gridded data into Slepian basis functions, and standard operations on global gravitational and magnetic field data. Note: You are reading the documentation for pyshtools. http://astro-informatics.github.io/s2let/ ford wesley chapel florida