Тьюринг машинасы конфигурациясы келесі әдістермен көрсетіледі: б мұндағы
С – есептегіш бастың сол жағында орналасқан тізбек.
– Тьюринг машинасының қалпы.
– Тьюринг машинасының басында орналасқан символ.
В – Тьюринг машинасының басының оң жағында орналасқан тізбек.
Егер жаңа конфигурация енгізу конфигурациясының бір командасы қолдану нәтижесінде болса, онда конфигурациясы конфигурацияға қатысты көшеді. Бір конфигурациядан келесі конфигурацияға тікелей көшуді былайша көрсетеміз: 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) .
Бастапқы қалып жағдайындағы конфигурацияны - бастапқы, соңғы қалып жағдайындағы конфигурацияны - соңғы деп аталады. Егер С тізбегіндегі конфигурация бос болса, онда бастапқы және соңғы конфигурация стандартты деп аталады.
Тьюринг машинасы х тізбегін у тізбегіне өңдейді, егер, лентада х тізбегі болып, бастапқы конфигурациямен әрекет етсе, Тьюринг машинасы лентада у тізбегі болып, соңғы конфигурацияға көшеді. Егер бастапқы және соңғы конфигурация стандартты болса, онда х-ті у-ке өңдеу процессі дұрыс өңдеу болып табылады.
Достарыңызбен бөлісу: |