Nondeterministic One-Tape Off-Line Turing Machines

نویسنده

  • Giovanni Pighizzini
چکیده

Finite state control Semi-infinite tape which contains, at the beginning of the computation: the input string, on its part of the tape the blank symbol, in the remaining squares According to the transition function at each step the machine: changes its internal state writes a nonblank symbol on the scanned tape square moves the head either to the left, or to the right, or keeps it on the same square In accepting and rejecting states the computation stops. Finite state control Semi-infinite tape which contains, at the beginning of the computation: the input string, on its part of the tape the blank symbol, in the remaining squares According to the transition function at each step the machine: changes its internal state writes a nonblank symbol on the scanned tape square moves the head either to the left, or to the right, or keeps it on the same square In accepting and rejecting states the computation stops. Finite state control Semi-infinite tape which contains, at the beginning of the computation: the input string, on its part of the tape the blank symbol, in the remaining squares According to the transition function at each step the machine: changes its internal state writes a nonblank symbol on the scanned tape square moves the head either to the left, or to the right, or keeps it on the same square In accepting and rejecting states the computation stops. Finite state control Semi-infinite tape which contains, at the beginning of the computation: the input string, on its part of the tape the blank symbol, in the remaining squares According to the transition function at each step the machine: changes its internal state writes a nonblank symbol on the scanned tape square moves the head either to the left, or to the right, or keeps it on the same square In accepting and rejecting states the computation stops. Finite state control Semi-infinite tape which contains, at the beginning of the computation: the input string, on its part of the tape the blank symbol, in the remaining squares According to the transition function at each step the machine: changes its internal state writes a nonblank symbol on the scanned tape square moves the head either to the left, or to the right, or keeps it on the same square In accepting and rejecting states the computation stops.

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عنوان ژورنال:
  • Journal of Automata, Languages and Combinatorics

دوره 14  شماره 

صفحات  -

تاریخ انتشار 2009