  A new framework based on Boltzmann equation which is genuinely
multidimensional and mesh-less is developed for solving Euler's equations. The
idea is to use the method of moment of Boltzmann equation to operate in
multidimensions using polar coordinates. The aim is to develop a framework
which is genuinely multidimensional and can be implemented with different
methodologies, no matter whether it is in finite difference, finite volume or
finite element form. There is a considerable improvement in capturing shocks
and other discontinuities. Also, since the method is multidimensional, the flow
features are captured isotropically. The method is further extended to second
order using 'Arc of Approach' concept. The framework is developed as a finite
difference method (called as GINEUS) and is tested on the benchmark test cases.
The results are compared against Kinetic Flux Vector Splitting Method.
