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CSE322
Recursive and Recursively
enumerable sets
Lecture #15
Definitions
• A procedure for solving a problem is a finite
sequence of instructions which can be
mechanically carried out given any input.
• An algorithm is a procedure that terminates
after a finite number of steps for any input.
Definitions
• A set X is recursive if we have an algorithm to
determine whether a given element belongs to
X or not.
• A recursively enumerable set is a set X for
which we have a procedure to determine
whether a given element belongs to X or not.
• A context sensitive language is recursive
NUMERICAL
SOULTION
SOULTION

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A576893542 22750 24_2018_recursive and recursively enumerable sets

  • 2. Definitions • A procedure for solving a problem is a finite sequence of instructions which can be mechanically carried out given any input. • An algorithm is a procedure that terminates after a finite number of steps for any input.
  • 3. Definitions • A set X is recursive if we have an algorithm to determine whether a given element belongs to X or not. • A recursively enumerable set is a set X for which we have a procedure to determine whether a given element belongs to X or not. • A context sensitive language is recursive