Текст:Машина Тьюринга: Распознавание строки, с одинаковым количеством 0 и 1
Приведем пример машины Тьюринга, распознающей строчки с одинаковым количеством нулей и единиц.
Табличное представление МТПравить
<latex> \begin{tabular}{|cc|c|ccc|} \hline
2fail & * & $\Rightarrow$ & fail & * & R \\ \hline 2fail & . & $\Rightarrow$ & 2fail & * & L \\ \hline 2fail & 0 & $\Rightarrow$ & 2fail & * & L \\ \hline 2fail & 1 & $\Rightarrow$ & 2fail & * & L \\ \hline 2ok & * & $\Rightarrow$ & ok & * & R \\ \hline 2ok & . & $\Rightarrow$ & 2ok & * & L \\ \hline 2start & * & $\Rightarrow$ & <\textcolor{blue}{s}> & * & R \\ \hline 2start & . & $\Rightarrow$ & 2start & . & L \\ \hline 2start & 0 & $\Rightarrow$ & 2start & 0 & L \\ \hline 2start & 1 & $\Rightarrow$ & 2start & 1 & L \\ \hline fail & * & $\Rightarrow$ & [\textcolor{red}{q}] & 0 & R \\ \hline ok & * & $\Rightarrow$ & [\textcolor{red}{q}] & 1 & R \\ \hline <\textcolor{blue}{s}> & * & $\Rightarrow$ & 2ok & * & L \\ \hline <\textcolor{blue}{s}> & . & $\Rightarrow$ & <\textcolor{blue}{s}> & . & R \\ \hline <\textcolor{blue}{s}> & 0 & $\Rightarrow$ & skip0 & . & R \\ \hline <\textcolor{blue}{s}> & 1 & $\Rightarrow$ & skip1 & . & R \\ \hline skip0 & * & $\Rightarrow$ & 2fail & * & L \\ \hline skip0 & . & $\Rightarrow$ & skip0 & . & R \\ \hline skip0 & 0 & $\Rightarrow$ & skip0 & 0 & R \\ \hline skip0 & 1 & $\Rightarrow$ & 2start & . & L \\ \hline skip1 & * & $\Rightarrow$ & 2fail & * & L \\ \hline skip1 & . & $\Rightarrow$ & skip1 & . & R \\ \hline skip1 & 0 & $\Rightarrow$ & 2start & . & L \\ \hline skip1 & 1 & $\Rightarrow$ & skip1 & 1 & R \\ \hline
\end{tabular} </latex> <code-python> MT={
'k':1, 'start': 's', 'stop': 'q', 'program': { #(Состояние, символы на лентах) -> (новое состояние, (действия по каждой ленте)) ('s', ('.')): ('s', (('.','R'))), #проматываем уничтоженные символы ('s', ('0')): ('skip0', (('.','R'))), #стираем один ноль, ('s', ('1')): ('skip1', (('.','R'))), #стираем одну единицу ('s', ('*')): ('2ok', (('*','L'))), #не нашли 1 и 0 - видимо все ок... ('skip0', ('0')): ('skip0', (('0','R'))), #проматываем 0-ли ('skip0', ('.')): ('skip0', (('.','R'))), #проматываем уничтоженные символы ('skip0', ('*')): ('2fail', (('*','L'))), #так и не нашли симметричную единицу ('skip0', ('1')): ('2start', (('.','L'))), #стираем симметричную единицу ('skip1', ('1')): ('skip1', (('1','R'))), #проматываем 1-цы. ('skip1', ('.')): ('skip1', (('.','R'))), #проматываем уничтоженные символы ('skip1', ('*')): ('2fail', (('*','L'))), #так и не нашли симметричный ноль ('skip1', ('0')): ('2start', (('.','L'))), #стираем симметричный ноль ('2start', ('0')): ('2start', (('0','L'))), #проматываем, все, ('2start', ('1')): ('2start', (('1','L'))), #кроме маркера начала данных ('2start', ('.')): ('2start', (('.','L'))), ('2start', ('*')): ('s', (('*','R'))), #тогда становимся на первый символ ('2ok', ('.')): ('2ok', (('*','L'))), #проматываем, в начало. ('2ok', ('*')): ('ok', (('*','R'))), # ('ok', ('*')): ('q', (('1','R'))), # пишем "1" и выходим. ('2fail', ('.')): ('2fail', (('*','L'))), #проматываем в начало. ('2fail', ('0')): ('2fail', (('*','L'))), #проматываем в начало. ('2fail', ('1')): ('2fail', (('*','L'))), #проматываем в начало. ('2fail', ('*')): ('fail', (('*','R'))), # до начала ('fail', ('*')): ('q', (('0','R'))) # до начала }
} </code-python>
Графовое представление МТПравить
Примеры выполнения МТПравить
На пустой строкеПравить
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На «10»Править
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y="135px" > .</text> <text x="50.0px" font-family="Tahoma" fontsize="10px" fill="black" text-anchor="middle" y="155px" > s</text> <rect width="20px" height="18.0px" x="140px" y="140px" style="fill:none;stroke:darkblue;stroke-opacity:1.0000000;stroke-width:2px;" /> <text x="110.0px" font-family="Tahoma" fontsize="10px" fill="black" text-anchor="middle" y="155px" > .</text> <text x="130.0px" font-family="Tahoma" fontsize="10px" fill="black" text-anchor="middle" y="155px" > .</text> <text x="50.0px" font-family="Tahoma" fontsize="10px" fill="black" text-anchor="middle" y="175px" > 2ok</text> <rect width="20px" height="18.0px" x="120px" y="160px" style="fill:none;stroke:darkblue;stroke-opacity:1.0000000;stroke-width:2px;" /> <text x="110.0px" font-family="Tahoma" fontsize="10px" fill="black" text-anchor="middle" y="175px" > .</text> <text x="130.0px" font-family="Tahoma" fontsize="10px" fill="black" text-anchor="middle" y="175px" > .</text> <text x="50.0px" font-family="Tahoma" fontsize="10px" fill="black" text-anchor="middle" y="195px" > 2ok</text> <rect width="20px" height="18.0px" x="100px" y="180px" style="fill:none;stroke:darkblue;stroke-opacity:1.0000000;stroke-width:2px;" /> <text x="110.0px" font-family="Tahoma" fontsize="10px" fill="black" text-anchor="middle" y="195px" > .</text> <text x="50.0px" font-family="Tahoma" fontsize="10px" fill="black" text-anchor="middle" y="215px" > 2ok</text> <rect width="20px" height="18.0px" x="80px" y="200px" style="fill:none;stroke:darkblue;stroke-opacity:1.0000000;stroke-width:2px;" /> <text x="50.0px" font-family="Tahoma" fontsize="10px" fill="black" text-anchor="middle" y="235px" > ok</text> <rect width="20px" height="18.0px" x="100px" y="220px" style="fill:none;stroke:darkblue;stroke-opacity:1.0000000;stroke-width:2px;" /> <text x="50.0px" font-family="Tahoma" fontsize="10px" fill="black" text-anchor="middle" y="255px" > q</text> <rect width="20px" height="18.0px" x="120px" y="240px" 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На «00»Править
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На «110»Править
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На «1001»Править
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На «1100»Править
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По крайней мере часть этого текста взята с ресурса http://lib.custis.ru/ под лицензией GDFL.Список авторов доступен на этом ресурсе в статье под тем же названием.