Add to ORKGABSTRACT. In this work, we introduce a new quatnary approximating subdivision scheme for curve and deal with its analysis (convergence and regularity) using Laurent polynomials method. We also discuss various properties, such as approximation order and support of basic limit function. 1
AbstractThe four-point interpolatory subdivision scheme of Dubuc and its generalizations to irregula...
AbstractIn this paper we derive an approximation property of four-point interpolatory curve subdivis...
. For a wide class of stationary subdivision methods, we derive necessary and sufficient conditions...
ABSTRACT. In this work, we introduce a new quatnary approximating subdivision scheme for curve and d...
AbstractThe approximating subdivision scheme, recently developed by Shahid S. Siddiqi and Nadeem Ahm...
In order to improve the flexibility of curves, a new five-point binary approximating subdivision sch...
AbstractA binary 4-point approximating subdivision scheme, presented by Siddiqi and Ahmad (2006) [9]...
A new 4-point C3 quaternary approximating subdivision scheme with one shape parameter is proposed an...
Copyright © 2013 Shahid S. Siddiqi, Muhammad Younis. This is an open access article distributed unde...
The four-point subdivision scheme is well known as an interpolating subdivision scheme, but it has r...
AbstractA new three-point approximating subdivision scheme is presented which generates C2 curves. I...
A ternary 4-point interpolating subdivision scheme is proposed that generates the limiting curve of ...
In this paper, we present explicitly a general formula for the mask of ()2 4n +-point approximating ...
AbstractIn this paper a combined approximating and interpolating subdivision scheme is presented. Th...
In this paper, we present explicitly a general formula for the mask of (2n + 4) -point approximating...
AbstractThe four-point interpolatory subdivision scheme of Dubuc and its generalizations to irregula...
AbstractIn this paper we derive an approximation property of four-point interpolatory curve subdivis...
. For a wide class of stationary subdivision methods, we derive necessary and sufficient conditions...
ABSTRACT. In this work, we introduce a new quatnary approximating subdivision scheme for curve and d...
AbstractThe approximating subdivision scheme, recently developed by Shahid S. Siddiqi and Nadeem Ahm...
In order to improve the flexibility of curves, a new five-point binary approximating subdivision sch...
AbstractA binary 4-point approximating subdivision scheme, presented by Siddiqi and Ahmad (2006) [9]...
A new 4-point C3 quaternary approximating subdivision scheme with one shape parameter is proposed an...
Copyright © 2013 Shahid S. Siddiqi, Muhammad Younis. This is an open access article distributed unde...
The four-point subdivision scheme is well known as an interpolating subdivision scheme, but it has r...
AbstractA new three-point approximating subdivision scheme is presented which generates C2 curves. I...
A ternary 4-point interpolating subdivision scheme is proposed that generates the limiting curve of ...
In this paper, we present explicitly a general formula for the mask of ()2 4n +-point approximating ...
AbstractIn this paper a combined approximating and interpolating subdivision scheme is presented. Th...
In this paper, we present explicitly a general formula for the mask of (2n + 4) -point approximating...
AbstractThe four-point interpolatory subdivision scheme of Dubuc and its generalizations to irregula...
AbstractIn this paper we derive an approximation property of four-point interpolatory curve subdivis...
. For a wide class of stationary subdivision methods, we derive necessary and sufficient conditions...