Markov Information Binary Sequences Based On Piecewise Linear Chaotic Maps

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Markov Information Binary Sequences Based On Piecewise Linear Chaotic Maps

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2 Piecewise Linear Chaotic MapFigure 1 Markov's ChainThe design procedure of Markov Source we choose 4 values p1, and p2 based on Figure 1.. NoteThis is the third assignment from my Masters Applied Digital Information Theory Course which has never been published anywhere and I, as the author and copyright holder, license this assignment customized CC-BY-SA where anyone can share, copy, republish, and sell on condition to state my name as the author and notify that the original and open version available here.. Plot of p1 = 0 8 , p2 = 0 1Figure 2b Plot of p1 = 0 1, p2 = 0 8For both figure the method to find a1 and a3 is the same which is by using 2 points (x1,y1) and (x2,y2) with calculation slope = (y2 – y1)/(x2 – x1).. From the equation we can define c1=c-c/a There's also another slope for a=(1-c)/(c2-c)from point (c,c) and (c2,1) which then we can define c2=c+(1-c)/a.. The probability of 0, 1, 00, 01, 10, 11, and the Markov chain is analyze Finally the entropy is calculated based on the critical points of each data and find the correlation between the entropy and expected compression ratio.

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Finally we can form each line y1, y2, and y3, using equation y – y1 = a(x – x1), but for the map y is regarded as t (it'll be t = a(x-x1) + y1).. We use point (d1,c) and (c1,0) for a1 a1=(0-c)/(c1-d1), as for a3 we use (c2,1) and (d2,c) a3=(c-1)/(d2-c2).. We then use the following equation to generate the chaotic sequence of p1+p2 < 1.. With the first line as negative slope the length proportion of c1:d1 = 1:1-c thus d1 = c1(1-c), and for the third line also negative slope 1-c2:1-d2 = 1:c which we can define d2 = 1+(1-c)c. Euro Truck Simulator 2 Mac Free Download

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1 IntroductionOn the first assignment we produced a chaotic sequence based skew tent map by showing that output sequence is uncontrollable as on the chaos theory.. A large sequence produced by skew tent map is uniformly distributed On the second assignment we produce a memoryless binary sequence based on the first assignment's skew tent map based chaotic sequence.. This time the same method on assignment 2 is used but change the assignment 1 of not using skew tent map but piecewise linear map.. The limitation here is we cannot choose the value that satisfy p1+p2 = 1 We are now ready to design the chaotic map. Download free software exercices de guitare basse pour les nuls pdf

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video-container iframe, video-container object, video-container embed {position: absolute;top: 0;left: 0;width: 100%;height: 100%;}img { max-width: 100%; max-height: auto;}0.. There will be 3 lines and at least a positive and negative must be use Each line we calculate its slope.. Basic knowledge on line equation is necessary here the one that refers to the equation y = ax + d where a is the slope that we calculated.. For Figure 2 we calculate slope a = (y2 – y1)/(x2 – x1) For a=(c-0)/(c-c1)from point x,y of (c1,0) and (c,c).. That's almost all the equation we need, next is to find slope a1 and a2 Figure 2a. 5842b3f4e3 Bad Pool Caller

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