This paper presents a novel approach to estimate the pose position of the degraded face images using fuzzy vector representation. We focus on the development of fuzzy-manifold as an interpolation line between all the available learning data and the fuzzy distance calculation as the classifier. Crisp-based vector of the face image is firstly transformed into fuzzy-based vector, to deal with the ...

The general mathematical problem of fuzzy control is an interpolation problem: a list of fuzzy input-output data, usually provided by a list of linguistic control rules, should be realized as argument-value pairs for a suitably chosen fuzzy function. However, contrary to the usual understanding of interpolation, in the actual approaches this interpolation problem is considered as a global one: ...

We describe an algorithm for constructing a Lagrange interpolation pair based onC1 cubic splines defined on tetrahedral partitions. In particular, given a set of points V ∈ R3, we construct a set P containing V and a spline space S3( ) based on a tetrahedral partition whose set of vertices include V such that interpolation at the points of P is well-defined and unique. Earlier results are exten...

Abstract This paper defines analysis-suitable T-splines for arbitrary degree (including even and mixed degrees) dimension. We generalize the concept of anchor elements known from two-dimensional setting, extend existing concepts analysis-suitability show their sufficiency linearly independent T-splines.