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Example 2. Figure 2, points out that the solution of Equation (1) holds no positive prime period two solutions on the assumption that the positive integers p,q,r and s are even. Select p = 8, q = 6, r = 4, s = 2, S_8 = 1, S_7 = 2, S_6 = 3, S-5 = 4, S_4 = 5, S_3 = 6, S-2 = 7, S-1 = 8, So = 9 a = 10, b = 20, c = 15, d = 25, e = 30, f = 35. %3D %3D plot of S(n+1) 60 100 n-iteration 10Sn-6+20S,-4+15S,- FIGURE 2. ( Sn+1 = Sn-8 (25S-6+30Sn-4+35Sn-2 (1+u)s p uognos

Example 2. Figure 2, points out that the solution of Equation (1) holds no positive prime period two solutions on the assumption that the positive integers p,q,r and s are even. Select p = 8, q = 6, r = 4, s = 2, S_8 = 1, S_7 = 2, S_6 = 3, S-5 = 4, S_4 = 5, S_3 = 6, S-2 = 7, S-1 = 8, So = 9 a = 10, b = 20, c = 15, d = 25, e = 30, f = 35. %3D %3D plot of S(n+1) 60 100 n-iteration 10Sn-6+20S,-4+15S,- FIGURE 2. ( Sn+1 = Sn-8 (25S-6+30Sn-4+35Sn-2 (1+u)s p uognos

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Example 2. Figure 2, points out that the solution of Equation (1) holds no positive prime period two solutions on the assumption that the positive integers p,q,r and s are even. Select p = 8, q = 6, r = 4, s = 2, S_8 = 1, S_7 = 2, S_6 = 3, S_5 = 4, S-4 = 5, S_3 6, S_2 3D 7, S_1 3 8, So 3D 9 а%— Е 10, b — 20, с — 15, d — 25, e — 30, f — 35. plot of S(n+1) 100 n-iteratio n FIGURE 2. ( Sn-8 10Sn-6+20Sn-4+15Sn-2 25Sn-6+30Sn-4+35Sn-2 :) Sn+1 =
Transcribed Image Text:Example 2. Figure 2, points out that the solution of Equation (1) holds no positive prime period two solutions on the assumption that the positive integers p,q,r and s are even. Select p = 8, q = 6, r = 4, s = 2, S_8 = 1, S_7 = 2, S_6 = 3, S_5 = 4, S-4 = 5, S_3 6, S_2 3D 7, S_1 3 8, So 3D 9 а%— Е 10, b — 20, с — 15, d — 25, e — 30, f — 35. plot of S(n+1) 100 n-iteratio n FIGURE 2. ( Sn-8 10Sn-6+20Sn-4+15Sn-2 25Sn-6+30Sn-4+35Sn-2 :) Sn+1 =
The main aim of this study is to exhibit some cases on the periodic character of the positive solutions of the rational difference equation aSn-g + bSn-r + cSn-s + eSn-r + f Sn-s ) (1) Sn+1 Sn-P dSn-4 where a, b, c, d, e, ƒ e (0, 0). The initial conditions S-p, S-p+1,...,S-q, S-q+1,...,S-r, S-r+1,...,S-s,...,S_s+1,...,S_1 and So are arbitrary positive real numbers such that p > q >r > s > 0.
Transcribed Image Text:The main aim of this study is to exhibit some cases on the periodic character of the positive solutions of the rational difference equation aSn-g + bSn-r + cSn-s + eSn-r + f Sn-s ) (1) Sn+1 Sn-P dSn-4 where a, b, c, d, e, ƒ e (0, 0). The initial conditions S-p, S-p+1,...,S-q, S-q+1,...,S-r, S-r+1,...,S-s,...,S_s+1,...,S_1 and So are arbitrary positive real numbers such that p > q >r > s > 0.
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