In this paper, an affine invariant curve matching method using curvature scale-space and normalization is proposed. Prior to curve matching, curve normalization with respect to affine transformations is applied, allowing a lossless affine invariant curve representation. The maxima points of the curvature scale-space (CSS) image are then used to represent the normalized curve, while retaining the local properties of the curve. The matching algorithm that follows, matches the maxima sets of CSS images and the resulting matching cost provides a measure of similarity. The method’s performance and robustness is evaluated through a variety of curves and affine transformations, obtaining precise shape similarity and retrieval
Abstract. In this paper, we present a new affine invariant curve fitting tech-nique. Our method is b...
Abstract Shape recognition deals with the study geomet-ric structures. Modern surface processing met...
Shape matching and recognition is a challenging task due to geometric distortions and occlusions. A ...
Abstract—This paper presents a new affine-invariant matching algorithm based on B-Spline modeling, w...
In this paper, a new approach for matching and recognizing affine-distorted planar shapes is propose...
We introduce a non-iterative geometric-based method for shape matching using a novel set of geometri...
Curvature scale-space (CSS) corner detectors look for curvature maxima or inflection points on plana...
In this paper we derive novel fiducial points on curves that are preserved under affine and weak per...
We introduce a non-iterative geometric-based method for shape matching using a novel set of geometri...
Shape Matching under Affine Transformation (SMAT) is an important issue in shape analysis. Most of t...
Shape Matching under Affine Transformation (SMAT) is an important issue in shape analysis. Most of t...
This thesis is concerned with the problem of shape similarity retrieval in image databases. Curvatur...
This thesis is concerned with the problem of shape similarity retrieval in image databases. Curvatur...
There are many applications, such as image copyright protection, where transformed images of a given...
Abstract: The objective of matching polygonal curves is to deter-mine their perceptual similarity, t...
Abstract. In this paper, we present a new affine invariant curve fitting tech-nique. Our method is b...
Abstract Shape recognition deals with the study geomet-ric structures. Modern surface processing met...
Shape matching and recognition is a challenging task due to geometric distortions and occlusions. A ...
Abstract—This paper presents a new affine-invariant matching algorithm based on B-Spline modeling, w...
In this paper, a new approach for matching and recognizing affine-distorted planar shapes is propose...
We introduce a non-iterative geometric-based method for shape matching using a novel set of geometri...
Curvature scale-space (CSS) corner detectors look for curvature maxima or inflection points on plana...
In this paper we derive novel fiducial points on curves that are preserved under affine and weak per...
We introduce a non-iterative geometric-based method for shape matching using a novel set of geometri...
Shape Matching under Affine Transformation (SMAT) is an important issue in shape analysis. Most of t...
Shape Matching under Affine Transformation (SMAT) is an important issue in shape analysis. Most of t...
This thesis is concerned with the problem of shape similarity retrieval in image databases. Curvatur...
This thesis is concerned with the problem of shape similarity retrieval in image databases. Curvatur...
There are many applications, such as image copyright protection, where transformed images of a given...
Abstract: The objective of matching polygonal curves is to deter-mine their perceptual similarity, t...
Abstract. In this paper, we present a new affine invariant curve fitting tech-nique. Our method is b...
Abstract Shape recognition deals with the study geomet-ric structures. Modern surface processing met...
Shape matching and recognition is a challenging task due to geometric distortions and occlusions. A ...