A recursively enumerable language L can be recursive if:

A recursively enumerable language L can be recursive if: Correct Answer L’ is recursively enumerable and every possible sequence of moves of T, the TM which accept L, causes it to halt

Theorem- If L is a recursively enumerable language whose complement is recursively enumerable, then L is recursive.
Bissoy MCQ

Related Questions

The class of recursively enumerable language is known as:
Which of the following is/are not true for recursively enumerable language?
Recursively enumerable languages are not closed under ______________
Which of the following technique is used to find whether a natural language isn’t recursive enumerable?