Pages that link to "Item:Q2509097"
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The following pages link to Wavelet decomposition of spherical vector fields with respect to sources (Q2509097):
Displaying 10 items.
- Isomorphism properties of Toeplitz operators and pseudo-differential operators between modulation spaces (Q415770) (← links)
- Spherical decompositions in a global and local framework: theory and an application to geomagnetic modeling (Q476208) (← links)
- Poloidal and toroidal field modeling in terms of locally supported vector wavelets (Q600853) (← links)
- Spectral and multiscale signal-to-noise thresholding of spherical vector fields (Q1410551) (← links)
- A brief note on the computation of silent from nonsilent contributions of spatially localized magnetizations on a sphere (Q2023285) (← links)
- Regularized functional matching pursuit for the spherical multiple-shell electro-magnetoencephalography problem (Q2100870) (← links)
- On the unique reconstruction of induced spherical magnetizations (Q2786436) (← links)
- Directional spherical multipole wavelets (Q3069161) (← links)
- LOCALLY SUPPORTED WAVELETS FOR THE SEPARATION OF SPHERICAL VECTOR FIELDS WITH RESPECT TO THEIR SOURCES (Q3164780) (← links)
- On the Recovery of Core and Crustal Components of Geomagnetic Potential Fields (Q4588205) (← links)