A computing method for 3D magnetotelluric modelling directed by polynomials

A New Method for Computing Determinants By Reducing The Orders By Two

In this paper we will present a new method to calculate determinants of square matrices. The method is based on the Chio-Dodgson's condensation formula and our approach automatically affects in reducing the order of determinants by two. Also, using the Chio's condensation method we present an inductive proof of Dodgson's determinantal identity.

A Novel Method for VANET Improvement using Cloud Computing

In this paper, we present a novel algorithm for VANET using cloud computing. We accomplish processing, routing and traffic control in a centralized and parallel way by adding one or more server to the network. Each car or node is considered a Client, in such a manner that routing, traffic control, getting information from client and data processing and storing are performed by one or more serve...

An Algebraic-Geometric Method for Computing Zolotarev Polynomials — Additional Information

This report is an appendix to [2] providing two pieces of information in addition to the explicit computations of [2]. On the one hand we treat the problem of explicit construction of proper Zolotarev polynomials of higher degree using explicit expressions for proper Zolotarev polynomials of lower degree. In particular we show how Z6, as computed in [2], is related to Z2. Furthermore, we provid...

JMASM24: Numerical Computing for Third-Order Power Method Polynomials (Excel)

A Simple Method for Computing Minkowski Sum Boundary in 3D

Computing the Minkowski sum of two polyhedra exactly has been shown difficult. Despite its fundamental role in many geometric problems in robotics, to the best of our knowledge, no 3-d Minkowski sum software for general polyhedra is available to the public. One of the main reasons is the difficulty of implementing the existing methods. There are two main approaches for computing Minkowski sums:...