- #1
jazzel70 said:The problem is attached as a picture.
Should I just do a K-map for the output?
All I did was a K-map for the output but I don't think it works
jazzel70 said:do you consider the present states when doing the state diagram?
jazzel70 said:is there another way of minimising the number of states?
State minimisation is a technique used in computer science to reduce the number of states in a finite state machine. This results in a more efficient and compact representation of the system, making it easier to analyze and implement.
State minimisation is important because it reduces the complexity of a finite state machine, making it easier to understand and maintain. It also helps to save memory and processing resources, making the system more efficient.
State minimisation is achieved through various algorithms, such as the Hopcroft's algorithm and the Moore's algorithm. These algorithms use different techniques to identify and merge equivalent states in a finite state machine, resulting in a minimized representation.
The main benefit of state minimisation is the reduction of complexity in a finite state machine. This makes it easier to analyze and implement the system. It also helps to save memory and processing resources, resulting in a more efficient system.
Yes, state minimisation can be used in any system that can be represented as a finite state machine. This includes a wide range of applications such as software systems, control systems, and communication protocols.