“…Fixed point theory is a very useful tool in various fields of mathematics, game theory, mathematical economics, statistics, biology, chemistry, engineering, computer science and economics in dealing with problems arising in approximation theory, theory of differential equations, theory of matrix equations etc. (see, [1][2][3][4][5][6][7]). For example, in theoretical economics, such as general equilibrium theory, there comes at point where one needs to know whether the solution to a system of equations necessarily exists; or, more specifically, under which conditions will a solution necessarily exist (see, [1]).…”