Fuzzy Logic Essay

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Fuzzy Systems and Machine Intelligence Abstract: Our natural language is perhaps the most powerful form of communicating information for any given problem or situation. Combining natural language and numerical information into fuzzy systems provides the framework to represent knowledge, constraints and inference procedures. Fuzzy systems provide advantages in the development of systems solutions that perform tasks such as automatic modeling, prediction, pattern recognition, and optimal decision making, control and planning. With this, fuzzy systems are an essential tool for industrial and manufacturing systems engineering. Fuzzy logic is a different approach to representing uncertainty - it emphasizes the double meanings of …show more content…

It is an extension of the kind of logic that enables computers to make decisions from imprecise and inexact information. With it, computers become able to represent, manipulate, and interpret such descriptions as "a little", "bigger", or "average", and use the differences between them to perform complicated tasks. One of the greatest benefits of fuzzy logic is simple and uncomplicated programming. Fuzzy logic is proving to be the fastest and easiest way to automate costly applications using a tight, closed-loop control. In addition, it produces better and more elegant solutions such as energy savings and a reduction of wear and tear on system hardware. Some manufacturers maintain that fuzzy logic cuts software development time for control applications by a factor of ten - which is a major benefit in highly competitive industries such as consumer electronics. Fuzzy logic also offers a way to perform tasks that are very difficult or expensive to do with strict digital logic. For example, fuzzy logic can help automate tasks that call for comparing inputs from multiple sources, or making decisions within conflicting facts, such as a requirement that a railroad engine be able to accelerate quickly as well as evenly. Fuzzy logic is also a highly robust method that works with inputs that lack …show more content…

They are used in several wide-ranging fields, including Linear and Nonlinear Fuzzy Control, Pattern Recognition, Financial Systems, Operation Research, and Data Analysis. The purpose of Fuzzy Control is to influence the behavior of a system by changing an input (or inputs) to that system according to a rule or set of rules that model how that system operates. The system being controlled may be mechanical, electrical, chemical or any combination of these. Historically, control theory uses a mathematical model to define a relationship that changes the desired state and observed state of the system into an input or inputs that will alter the future state of that system. The most common example of a fuzzy control model is the PID (proportional-integral-derivative) controller. This takes the output of the system and compares it with the desired state of the system and adjusts the input value based on the difference between the two values. Fuzzy control replaces the role of the mathematical model with another that is built from a number of smaller rules that in general, only describe a small section of the whole system. The process of inference binds them together to produce the desired outputs. In other words, a fuzzy model replaces the mathematical one. The inputs and outputs of the system have remained unchanged. Fuzzy sets and logic must be viewed as a formal mathematical theory for the representation

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