Translations:Sketcher BSplineIncreaseKnotMultiplicity/15/en

B-splines are basically a combination of Bézier curves (nicely explained in this and this video). The points where two Bézier segments are connected are called knots. A knot on a spline with degree d and with the multiplicity m means that the curve left and right to the knot has at least an equal n order derivative (called Cn continuity) whereas $$n=d-m$$. Here is a cubic spline ($$d=3$$) whose knots have the multiplicity 1. The multiplicity is indicated by the number in parentheses. The indication can be changed using the toolbar button ):