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The blossom approach to the dimension of the bivariate spline space
Chen, Zhi-bin ; Feng, Yu Yu ; Kozak, Jernej
Dimenzija prostora zlepkov ▫$S_n^r(\Delta)$▫ v dveh dimenzijah je lahko odvisna od geometrijskih lastnosti triangulacije ▫$\Delta$▫, še posebej, če ▫$n$▫ ni veliko večji kot ▫$r$▫. V članku je ...uporabljen razcvetni pristop kot orodje v študiju dimenzije. Ta pripelje do simboličnega algoritma, ki da odgovor, ali je triangulacija singularna ali ne. Pristop je pojasnjen ob Morgan-Scottovi triangulaciji in dvakrat zvezno odvedljivimi zlepki.
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