AbstractWe derive the evolution equations for an inelastic plane curve, i.e., a curve whose length is preserved over all time. Necessary and sufficient conditions for an inelastic curve flow are expressed as a partial differential equation involving the curvature. Some examples of inelastic curve flows are considered for illustration
Wheeler, G. (2013). On the curve diffusion flow of closed plane curves. Annali di Matematica Pura ed...
summary:The paper presents the results of numerical solution of the evolution law for the constraine...
In this paper, we investigated inextensible flow of curves in Galilean space. Conditions for an inex...
AbstractWe derive the evolution equations for an inelastic plane curve, i.e., a curve whose length i...
In this paper, we will investigate a new curvature flow for closed convex plane curves which shorten...
AbstractThe flow of a curve or surface is said to be inextensible if, in the former case, the arclen...
AbstractThe problem of curve evolution as a function of its local geometry arises naturally in many ...
summary:The gradient flow of bending energy for plane curve is studied. The flow is considered under...
本論文討論平面上封閉曲線的保長曲線流及其性質。In this survey , we consider a length preserving curve flow and some properti...
AbstractMotivated by a recent curvature flow introduced by Professor S.-T. Yau [S.-T. Yau, Private c...
In this paper, we investigate the evolution of curves of the projective plane according to a family ...
Based on the recent work by Andrews and Bryan [2] we present a new proof of the celebrated Grayson's...
Numerical analysis of conservation laws plays an important role in the implementation of curve evolu...
AbstractAn affine invariant curve evolution process is presented in this work. The evolution studied...
In this paper, the evolution equations are derived for double isotropic inextensible flows of curves...
Wheeler, G. (2013). On the curve diffusion flow of closed plane curves. Annali di Matematica Pura ed...
summary:The paper presents the results of numerical solution of the evolution law for the constraine...
In this paper, we investigated inextensible flow of curves in Galilean space. Conditions for an inex...
AbstractWe derive the evolution equations for an inelastic plane curve, i.e., a curve whose length i...
In this paper, we will investigate a new curvature flow for closed convex plane curves which shorten...
AbstractThe flow of a curve or surface is said to be inextensible if, in the former case, the arclen...
AbstractThe problem of curve evolution as a function of its local geometry arises naturally in many ...
summary:The gradient flow of bending energy for plane curve is studied. The flow is considered under...
本論文討論平面上封閉曲線的保長曲線流及其性質。In this survey , we consider a length preserving curve flow and some properti...
AbstractMotivated by a recent curvature flow introduced by Professor S.-T. Yau [S.-T. Yau, Private c...
In this paper, we investigate the evolution of curves of the projective plane according to a family ...
Based on the recent work by Andrews and Bryan [2] we present a new proof of the celebrated Grayson's...
Numerical analysis of conservation laws plays an important role in the implementation of curve evolu...
AbstractAn affine invariant curve evolution process is presented in this work. The evolution studied...
In this paper, the evolution equations are derived for double isotropic inextensible flows of curves...
Wheeler, G. (2013). On the curve diffusion flow of closed plane curves. Annali di Matematica Pura ed...
summary:The paper presents the results of numerical solution of the evolution law for the constraine...
In this paper, we investigated inextensible flow of curves in Galilean space. Conditions for an inex...
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