We study afliue iuvariauts of plauc curves from the view point of the singularity theory of smooth functions. We describe how affine vertices and afliue inflexions arc created and destroyed
The motion of any smooth closed convex curve in the plane in the direction of steepest increase of i...
affine invariance, distance, envelopes, symmetry sets, shape representation Affine invariant symmetr...
AbstractWe provide a solution to the important problem of constructing complete independent sets of ...
We study affine invariants of plane curves from the view point of the singularity theory of smooth f...
We introduce the notion of affine parallels to convex plane curves and study these bifurcations
We study affine invariants of plane curves from the view point of the singularity theory of smooth f...
The affine distance symmetry set (ADSS) of a plane curve is an affinely invariant analogue of the eu...
We present a fundamental theory of curves in the affine plane and the affine space, equipped with th...
AbstractAn affine invariant curve evolution process is presented in this work. The evolution studied...
AbstractAn affine invariant curve evolution process is presented in this work. The evolution studied...
AbstractWe study the equi-centro-affine invariants of plane curves from the view point of the singul...
We study affine invariants of space curves from the view point of the singularity theory of smooth f...
AbstractA new geometric approach to the affine geometry of curves in the plane and to affine-invaria...
We study hyperbolic invariants of hyperbolic plane curves as applications of the singularity theory ...
No final dos anos 1990, os matemáticos Peter Giblin e Guillermo Sapiro introduziram a teoria sobre c...
The motion of any smooth closed convex curve in the plane in the direction of steepest increase of i...
affine invariance, distance, envelopes, symmetry sets, shape representation Affine invariant symmetr...
AbstractWe provide a solution to the important problem of constructing complete independent sets of ...
We study affine invariants of plane curves from the view point of the singularity theory of smooth f...
We introduce the notion of affine parallels to convex plane curves and study these bifurcations
We study affine invariants of plane curves from the view point of the singularity theory of smooth f...
The affine distance symmetry set (ADSS) of a plane curve is an affinely invariant analogue of the eu...
We present a fundamental theory of curves in the affine plane and the affine space, equipped with th...
AbstractAn affine invariant curve evolution process is presented in this work. The evolution studied...
AbstractAn affine invariant curve evolution process is presented in this work. The evolution studied...
AbstractWe study the equi-centro-affine invariants of plane curves from the view point of the singul...
We study affine invariants of space curves from the view point of the singularity theory of smooth f...
AbstractA new geometric approach to the affine geometry of curves in the plane and to affine-invaria...
We study hyperbolic invariants of hyperbolic plane curves as applications of the singularity theory ...
No final dos anos 1990, os matemáticos Peter Giblin e Guillermo Sapiro introduziram a teoria sobre c...
The motion of any smooth closed convex curve in the plane in the direction of steepest increase of i...
affine invariance, distance, envelopes, symmetry sets, shape representation Affine invariant symmetr...
AbstractWe provide a solution to the important problem of constructing complete independent sets of ...
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