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篌蘊紊ц雁ヤ筝莅堺鐚緇筝鐚紊у倶箙腥区菴筝蘂鐚綣紮倶篏罔≧ュ井医取В筝菴ュ篋肴腮ｰ菴筝蘂篁罧茹綺ユ茹ｄ絽悟鐚喝筝荀ｄ紊膵ｨ絲若菴篋莅榊筝茱炊綽緇綏筝紊篋鐚筝菴絅遵箙罨∽膊羈莉∽code鐚綵綛贋Mathematica菴筝筝醇逸ユ茹ｈ筝蘂隋鐚菴篌種茹ｃ綵区筝醇医篁ヨВ括蘂菴筝罩≫∵筝蘂鐚絎篋篁紙鋇筝胼紙ｅ絽code茣翫筝鐚綛狗筝筝箴絖篁ヤ頑僑鐚PatternTheory[t1_List, t2_List] := Module[{n1, n2, i, j, ProbSum = 0, ResultProb = {}, temp, ceepxt}, n1 = Length[t1]; n2 = Length[t2]; For[i = 1, i <= n1, i++, If[t1[[i, 2]] 1, Return[False]]; For[i = 1, i < n1, i++, For[j = i + 1, j <= n1, j++, If[t1[[j, 1]] == t1[[i, 1]], Return[False]]]]; For[i = 1, i <= n2, i++, For[j = 1, j n1, Return[False]]]; ResultProb = Rationalize[ResultProb]; ceepxt = n2; For[i = 1, i <= n2, i++, temp = 1; For[j = i, j <= n2, j++, If[t2[[j]] == t2[[j - i + 1]], temp = temp/ResultProb[[j]], temp = 0; Break[]]]; ceepxt = ceepxt + temp 1]; Return[expect]](*銀賢t1筝筝篋膸頑；,ュ箙筝筝胼紙ｅ絽,t2筝筝筝膸頑；,ュ箙掩*)fenbu1 = {{1, 1/2}, {0, 1/2}};(*絎箙筝ょ劫絽*)huayang1 = {1, 0, 1, 0};huayang2 = {1, 1, 0, 0};huayang3 = {1, 1, 0, 0, 1, 1};fenbu2 = {{0, 1/2}, {1, 1/3}, {2, 1/6}};(*絎箙絽:P(X=0)=1/2,P(X=1)=1/3,P(X=2)=1/6,割孔筝莅∞掩欠ｄ肩箴絖*)huayang = {0, 2, 0};huayang = {1, 0, 0, 2};PatternTheory[fenbu1, huayang1]20PatternTheory[fenbu1, huayang2]16PatternTheory[fenbu1, huayang3]70PatternTheory[fenbu2, huayang1]42PatternTheory[fenbu2, huayang2]36
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