Pages that link to "Item:Q2637292"
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The following pages link to A geometric approach for multi-degree spline (Q2637292):
Displaying 16 items.
- A basis of multi-degree splines (Q631000) (← links)
- On multi-degree splines (Q680385) (← links)
- An application of multivariate B-splines to computer-aided geometric design (Q796955) (← links)
- Changeable degree spline basis functions (Q977431) (← links)
- Hybrid-degree weighted T-splines and their application in isogeometric analysis (Q1647210) (← links)
- Polynomial splines of non-uniform degree on triangulations: combinatorial bounds on the dimension (Q2010348) (← links)
- A Cox-de Boor-type recurrence relation for \(C^1\) multi-degree splines (Q2010353) (← links)
- Matrix representations for multi-degree B-splines (Q2195892) (← links)
- Stable numerical evaluation of multi-degree B-splines (Q2229932) (← links)
- Multi-degree B-splines: algorithmic computation and properties (Q2301236) (← links)
- Multi-degree smooth polar splines: a framework for geometric modeling and isogeometric analysis (Q2309005) (← links)
- Geometric modeling with splines: an introduction (Q2742804) (← links)
- Geometric design by means of a \(G^2\) continuous A-spline (Q2759568) (← links)
- Multi-degree B-spline curves (Q3072926) (← links)
- New algorithms and techniques for computing with geometrically continuous spline curves of arbitrary degree (Q3989248) (← links)
- Degree elevation of changeable degree spline (Q5964594) (← links)