A novel h-γ blossom is constructed for translation-invariant (γ1, γ2) spaces, yielding h-γ Bernstein bases and Bézier curves together with recursive evaluation, subdivision, Marsden identities, degree elevation, and interpolation formulas.
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$h$-$\gamma$ Blossoming, $h$-$\gamma$ Bernstein Bases, and $h$-$\gamma$ B\'{e}zier Curves for Translation Invariant $\left(\gamma_{1},\gamma_{2}\right)$ Spaces
A novel h-γ blossom is constructed for translation-invariant (γ1, γ2) spaces, yielding h-γ Bernstein bases and Bézier curves together with recursive evaluation, subdivision, Marsden identities, degree elevation, and interpolation formulas.