Wireless Computing in all Area: A Mathematical Approach

Abstract

Use of wireless interface is one of the milestones of new-generation communication systems, which has an extensive sphere of application in such areas as IoT, mobile devices and for sensors. The research paper under consideration is aimed at investigating wireless computing from the perspective of mathematics and some of the aspects to be discussed are signal propagation, wireless channel characterization, system capacity and error control. We study the basic wireless communication and extrapolate mathematical models/theories and equations for analyzing the nature of the wireless systems, use in networking, and optimization. Wireless computing is one of the most valuable components of the communication in the present world where data transmission can be carried out among various networks without any physical linkages. Wireless computing systems are systems, which involve part of signal processing, part of network optimization and part of information theory; they are the systems that are based on the parameters of ideal systems. In this case, we talk on mathematical models used in the wireless communication channels. propagation models, path loss equations and interference management.

Additionally, the paper emphasizes some of the main problems with the usage of graph theory, hints to the queuing theory to structure using adequate algorithm with the overall purpose of improving organizing the network assets as a way of scaling up the wireless networks. This theory goes into detail on most of the advanced concepts like the error correcting codes, modulation schemes and cryptography aspects required in secure communication in wireless computing environment. Therefore, this research aims at establishing a mathematical technique in design, analysis and optimization of wireless systems that we hope that it can be useful in shaping next generation wireless technologies such as 5G and IoT.