## Turing-machines New Question

• ### language for Turing machine, {w#w | w ∈ {0,1}*}

Recently, I am studying a computation theory and got a question regarding turning machine.let {w#w | w ∈ {0,1}*} be the language of a turning machine. it will accept, for example, 01#01.however, if ......

• ### Turing State Diagram - length comparator

So I have the following language: L={w∈{0,1}^*: w=w1 1 w2 and |w1=|w2|} and I've been trying to create a state diagram out of the idea of a combination of a palindrome diagram and a comparatorbut I'......

• ### How to create a machine from alpabet

I was working on Turing Machines,Then I had a problem with some one.a^m . a^3n . b^nHow to design state diagram to this machine?Can you please help?...

• ### Turing machines and decidability

It is known that there are decidable problems, semi-decidable problems, and undecidable problems. A language that is accepted by a TM (Turing Machine) is a r.e. set (recursively enumerable), and, in ......

• ### Multiplicate two binary numbers in turing machine

I am trying to write the multiplication of two binary numbers using turing machine. I tried to copy the multiplier, and after each addition, subtract 1 from it (for example 110*110 = 110 + 110 // 110 -......

• ### Proof that L∈RE by building an enumerator

By definition: A language is Turing-recognizable if and only if some enumerator enumerates itGiven Lmn = {< M,N > | L(M) ∩ L(N) ≠ ∅, where M is a basic Turing machine, and N is an NFA}Prove ......