Closed formulas and a recursion produce Gaussian or one-parameter-optimal quadrature nodes and weights for C0 and C1 spline spaces on non-uniform, asymmetric partitions.
On certain definite quadrature fo rmulae Journal of Computational and Applied Mathematics 7 5 (1996) 329“343
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Quadrature rules for $C^0$ and $C^1$ splines, a recipe
Closed formulas and a recursion produce Gaussian or one-parameter-optimal quadrature nodes and weights for C0 and C1 spline spaces on non-uniform, asymmetric partitions.