An Overview of Applications of Gaussian Numerical Methods

Numerical Methods have widespread applications in Engineering and the Gaussian methods are extensively used for solving complex equations as these methods arrive at a solution without the need for matrix inversion, they save on computation cost and time. The various methods namely Gauss Elimination, Gauss Seidel and Gauss Jordan have vast applications in fluid chemistry, massive MIMO technology, puzzle solving, resolving RFID in wireless network, Real time character inverse kinematics, and many more. The paper explores various applications of Gaussian Methods as well as compares them based on performance, speed and efficiency.