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B-form

The tensor-product idea is very simple. If is a function of , and is a function of , then their tensor-product is a function of and , i.e., a bivariate function. More generally, with and knot sequences and a corresponding coefficient array, we obtain a bivariate spline as

The B-form of this spline comprises the cell array of its knot sequences, the coefficient array , the numbers vector , and the orders vector . The command

sp = spmak(
);

constructs this form. Further, fnplt, fnval, fnder, fndir, fnrfn, and fn2fm can be used to plot, evaluate, differentiate and integrate, refine, and convert this form.

  


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