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THE COUNT AND DETERMINATION OF M ORDERS UNIT ROOT FOR MODUL M
Li Feng-lin
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    1988, 5 (1): 27-35.  
Abstract235)      PDF (525KB)(956)      
In this paper, the method to determine all parameters a for MCS(xnΞaxn-1(modM),n ≥ 1) with any Period m is given on the basis of the theorems in[1] We deduce the parameters a from seeking m orders unit root for modul M' (M'=M/d, (x0,M)=d)and propose the simplified algorithms to do so for the composite m. A numerical example shows the correctness of the method.
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THE SUFFICIENT AND NECESSARY CONDITIONS FOR MCS WITH PERIOD m FOR GIVEN MODUL M
Li Feng-lin
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    1987, 4 (4): 439-445.  
Abstract154)      PDF (418KB)(895)      
The author presended the sufficient and necessary Conditions for MCS With maximum-period δ(M) for given modul M in[1]. In this paper, the result in[1] is extended to any period m(≤δ(M)). At last, an example verifies the correctness of the conclusions given in this paper.
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