Googlism for: a b-spline

a b-spline is a mathematical
a b-spline is clamped in both directions
a b-spline is defined by a knots vector which indicate the discontinuity points
a b-spline is fitted to this generated data and this second b
a b-spline is a spline that is zero except for a single bump somewhere
a b-spline is actually a rational b
a b-spline is defined by control points
a b-spline is a particularly compact ppoly function
a b-spline is irrelevant for its right
a b-spline is a composition of pieces cut from
a b-spline is in terms of the divided difference of the truncated power function
a b-spline is calculated from the user's original placement of the control points
a b-spline is given by
a b-spline is influenced by d control points
a b-spline is a piecewise polynomial
a b-spline is a spline curve which approximates the data points it's based on
a b-spline is an approximation spline like the bezier curve
a b-spline is defined by the degree
a b-spline is independent of the number of control points
a b-spline is a special case of beta
a b-spline is where the b i are the b
a b-spline is continuous at each of the m
a b-spline is fitted onto
a b-spline is itself
a b-spline is defined by
a b-spline is always positive
a b-spline is a piecewise parametric polynomial curve described in terms of control points and basic functions
a b-spline is made up of smooth arc segments
a b-spline is used because it facilitates the smooth propagation of changes in the motion
a b-spline is ac 2 curve made from many 3rd
a b-spline is not a nurb
a b-spline is adopted for modelling the freeform surface
a b-spline is ruled by two parameters
a b-spline is an approximation of a continuous function over a finite
a b-spline is appropriate for
a b-spline is piecewise constant
a b-spline is
a b-spline is said to be uniform if these intervals are all equal; otherwise
a b-spline is used to determine the curve
a b-spline is a speci
a b-spline is created
a b-spline is a spline of order l
a b-spline is done as follows
a b-spline is a weighted combination of the local control points
a b-spline is used to reduce the problem size
a b-spline is a curve defined by a set of control points
a b-spline is uniquely determined by its control polygon
a b-spline is a particularly
a b-spline is described by its set
a b-spline is defined by control points and the range in which each control point is active
a b-spline is a highly controllable spline curve
a b-spline is generated
a b-spline is therefore a special case of a nurbs
a b-spline is fitted through several points generated from the original cubic polynomial curve
a b-spline is defined from its knot and coefficient vectors
a b-spline is constructed using arcs
a b-spline is implemented by choosing the knot positions to be equidistant
a b-spline is a smooth curve
a b-spline is no longer a
a b-spline is fit to the sample points by first sorting points by their angle about the centroid
a b-spline is essentially a smooth curve that
a b-spline is a curved line that rarely passes through the control points of the line
a b-spline is drawn
a b-spline is a specific curve type from the family of parametric curves
a b-spline is really a piecemeal cubic polynomial
a b-spline is called a knot vector
a b-spline is composed of
a b-spline is defined as a piece
a b-spline is an interpolation curve
a b-spline is the so
a b-spline is a complex curve
a b-spline is used to moderately smooth the boundary of a silhouette
a b-spline is a type of curve such that it will never go outside the convex hull defined by its control points
a b-spline is a spline whose shape is defined by de boor points
a b-spline is similar in 2d and 3d
a b-spline is another strategy for approximating curves that uses a piecewise polynomial function
a b-spline is automatically converted into a round solid
a b-spline is non