Embed presentation








The document discusses Moore automata, which is a type of finite state machine where the next state is determined by the current state alone, independently of the input. In a Moore automata, the output at a given time depends only on the current state of the machine. It consists of 6 tuples: a finite set of states Q, input alphabet set Σ, output alphabet set Δ, transition function δ mapping state-input pairs to the next state, and output function λ mapping each state to an output. The output in response to an input string is determined by the sequence of states entered and the corresponding outputs according to λ. A Moore machine always produces an output for the empty input string based on the initial state.








Introduces Prof. Neeraj Bhargava and Abhishek Kumar from the Department of Computer Science, MDS University, Ajmer.
Defines Moore automata as a finite state machine dependent on current state, not input. Describes its structure with 6 tuples.
Discusses output response of Moore machine based on the sequence of states according to input.
Notes that a Moore machine outputs from the initial state for empty input string, using transitions.
Explains how Deterministic Finite Automata (DFA) is a special case of a Moore machine focused on accepting states.
Presents a transition table showcasing next and current states with corresponding outputs for each state.
Visual representation of outputs for each state in the Moore machine, indicating output values above each state.
No content provided for this slide, could be interpreted as the conclusion or closing remarks.