finite-automataturing-machinescomputation
Turing machine that accepts strings with an equal beginning and end length
I need help creating a single tape deterministic Turing machine for this language 
here I am not sure how to determine which strings the TM will accept. How can I make the machine accept strings where a=c? because the b part has elements from both a and c.
Solution
Maybe you can try do adapt a machine which accepts palidromes: you read a character to the left. If it belongs to {0,1} you delete it and go to the right (the last character). If the character belongs to {2,3}, you delete it and go back to the left (the first character). Repeat it until you find a character which does not belong to the "a" or "c" side (and check the last character if you were on the left), the remaining characters should belong to the "b" block.
- Is there a typical state machine implementation pattern?
- How do you construct the union of two DFAs?
- Finite automata to regular expression via state removal
- Are my DFA's correct? (arbitrary long sequence of 0's and 1's)
- Understanding (and forming) the regular expression of this finite automaton
- Finite state automata as (programming) language acceptors
- Turing Machine for {XF*X|F)*
- Does C# include finite state machines?
- Create a DFA that contains "11" or ends with "10"
- Regular expression for L = {w|w doesn't contain the substring 110} over the alphabet Σ = {0,1}
- Find a finite automata that for the language L={0,1,2} | needs to include 1002 1,2 are odd and 0 is even
- a challenging finite automata - what is the language?
- Am I correct? (Finite Automata)
- Automaton that recognizes a language without 3 consecutive zeros
- Conversion of NFA having a missing transition for any input character on initial state to DFA
- Finite Automata string not ending with ba
- How do I make a string validator for Deterministic Finite Automata?
- Automata theory: Formal definition of indistinguishable & distinguishable strings and example confusion
- How useful is Turing completeness? are neural nets turing complete?
- NFA or DFA accepting # of positions of 4k between 0's
- How should one proceed to prove (or find) if two regular expressions are same or equivalent?
- Minimum number of states in a DFA having '1' as the 5th symbol from right
- Writing the production rules of this finite state machine
- what is the meaning of {} in the regular expressions {a + ab}*
- What is a finite state transducer?
- Design DFA accepting decimal strings divisible by 7
- How to draw the FA or NFA of b*(ab)*a*
- Difference between transition diagram and finite automata
- What is the application of automata?
- How can I construct finite automata