Influence of a simple pole on the convergence of separate node ascending derivatives expansion (SNADE) on a sequence of nodes alternating between 2 values

Abstract

This work focuses on the influence of a simple pole on a new function representing method we called separate node ascending derivatives expansion (SNADE) convergence characteristics. Even though SNADE can be somehow considered as a new Taylor series expansion, it is distincted from Taylor series expansion by its different nodal points using features. This paper focuses on certain details of SNADE about convergence and its validity. Beyond that, this research focusing on the influence of a simple pole location in the function on the convergence characteristics involves completely new original findings and reported in this paper where a specific importance is given to the case where the SNADE nodal sequence is composed of elements alternating between two nodal values.

Study on Volleyball‐Movement Pose Recognition Based on Joint Point Sequence

“…Although some research results have been achieved, it is difcult to break through the bottleneck of human pose recognition research using video due to changes in light intensity, interference from complex backgrounds, and the self-occlusion of target users. In the recent years, with the rapid development of video capture technology, such as Kinect, researchers can easily obtain coordinated information on the image, depth image, and skeletal joint points [3,4]. Te information provided by depth images [5] can refect the three-dimensional structural information and the geometry of target objects well compared with the images.…”