This paper presents a deep generative model-based design methodology for tailoring the
structural stochasticity of microstructures. Although numerous methods have been …

In the highway and rail route designs, or a car-like robot path planning it is often desirable to
have a method of joining a circle to a circle with an S-shaped or a broken back C-shaped …

In this paper, a novel methodology is presented for optimal placement and selections of
knots, for approximating or fitting curves to data, using smoothing splines. It is well-known …

In this paper, we propose an improved empirical mode decomposition (EMD) method,
termed IEMD, with modified envelope algorithm based on C 2 piecewise rational and C 2 …

The paper derives a spiral condition, for a single Pythagorean hodograph quintic transition
curve of G2 contact, between two circles with one circle inside the other. A spiral is free of …

This paper describes a method for joining two circles with an S-shaped or with a broken
back C-shaped transition curve, composed of at most two spiral segments. In highway and …

Splines play an important role in approximation theory as well as in computer-aided design
and geometric modelling. Specifically, designing of objects is a fundamental problem that is …

The degree of wear on a material's surface after deep drawing has a great influence on the
performance and quality of the product; in particular, tantalum plates are prone to adhesive …

Optimal path for robot in collision free space is influenced by a number of factors such as
path length, total number of turns, and execution time. A* is a well-known grid based path …

The most common problems which constitute the subject of research in the field of computer-
based modeling are to predict the desired shape of the curve for a set of given points. Many …