Automata Theory Basics: Finite Automata Explained with Examples 🤖

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Finite Automata
Informally, a state machine that comprehensively
captures all possible states and transitions that a machine can take while responding to a stream (ormachine can take while responding to a stream (or sequence) of input symbols
Recognizer for “Regular Languages”
Deterministic Finite Automata (DFA)
The machine can exist in only one state at any given time
Non-deterministic Finite Automata (NFA)
The machine can exist in multiple states at the same time
A finite automaton as a machine

A finite automaton can also be thought of as the device shown below consisting of a tape and a control circuit which satisfy the following conditions:

The tape has the left end and extends to the right without an end.
The tape is divide into squares in each of which a symbol can be written prior to the start of the operation of the automaton.
The tape has a read only head.
The head is always at the leftmost square at the beginning of the operation.
The head moves to the right one square every time it reads a symbol.
It never moves to the left. When it sees no symbol, it stops and the automaton terminates its operation.
There is a finite control which determines the state of the automaton and also controls the movement of the head.
A short introduction to Finite Automata with the help of an example.
Transition states and transition diagram has been explained.
Input symbols with transition arrows are also explained.
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