A generic technique for the construction of diversity of interpolatory subdivision schemes on the base of polynomial and discrete splines is presented in ...
Interpolatory subdivision schemes with infinite masks originated from ...
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The devised schemes have rational symbols and infinite masks but they are competitive (regularity, speed of convergence, computational complexity) with the ...
A generic technique for construction of ternary interpolatory subdivision schemes, which is based on polynomial and discrete splines, is presented.
We present interpolatory subdivision schemes (ISS) based on interpolatory polynomial and discrete splines. These schemes converge on any initial data of power ...
These schemes converge on any initial data of power growth, and limit functions are regular. Although the masks of the ISS's are infinite, the compu-tational ...
A generic technique for construction of a ternary interpolatory subdivision schemes, which is based on polynomial and discrete splines, is presented.
A generic technique for construction of a ternary interpolatory subdivision schemes, which is based on polynomial and discrete splines, is presented.
A generic technique for construction of ternary interpolatory subdivision schemes, which is based on polynomial and discrete splines, is presented.
Abstract. This paper presents a general construction of multidimensional interpolatory sub- division schemes. In particular, we provide a concrete method ...
The original theory of splines grew out of the study of simple variational problems. A spline was a function that minimized some notion of energy subject to ...