In this book authors for the first time define a special type of fixed points using MOD rectangular matrices as operators. In this case the special fixed points or limit cycles are pairs which is arrived after a finite number of iterations. Such study is both new and innovative for it can find lots of applications in mathematical modeling. Since all these Zn or I nZ or 〈Zn ∪ g〉 or 〈Zn ∪ g〉I or C(Zn) or CI(Zn) are all of finite order we are sure to arrive at a MOD fixed point pair or a MOD limit cycle pair after a finite number of iterations.
MOD rectangular matrices, MOD limit cycle
W.B. Vasantha Kandasamy, K. Ilanthenral, F. Smarandache. Special Type of Fixed Point Pairs using MOD Rectangular Matrix Operators. Brussels: EuropaNova ASBL, 2016
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