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polynomials of degree at most $n$, and are the basis in which a B\'ezier curve of degree $n$ is written.+ comment-other-bases: 'A different basis of the same space: the Lagrange basis HREF{Lagrange_basis_polynomials_for_equally_spaced_nodes}+ also spans the polynomials of degree at most $n$, and is the one to use when the+ values at the nodes are what is known. These are the basis to use when the coefficients+ are to be controlled, since they are non-negative on $[0,1]$ and sum to one.' Links: Wiki:
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