Moore Machines

Moore Machines:

  1. In the theory of computation, a Moore machine is a finite-state machine whose output values are determined only by its current state.
  2. If the input has n symbol, the output will contain n+1 symbol because at the intial state we already have one symbol present before we start the actual computation of input symbol.

Example of Moore Machine:


Here you can clearly see that for every state is associated with output.

Moore Transition Table for the above machines is:




for this, you try to form the Transition table.