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2. --------------------------------------------------------------------E-MAIL FROM DR. FUZZY A triangular fuzzy set’s apex has a membership value of 1. The base numbers have membership values of close to 0. 8: An example of fuzzy set of Eightness with a triangular membership function. Fuzzy Logic A Practical Approach by F. 2: The Set of “Eightness” with a Triangular Membership Function. 0 The triangular membership function is the most frequently used function and the most practical, but other shapes are also used.

Fuzzy Logic A Practical Approach by F. 13: Opening screen of the UniCalc. 3. 8. Now click on the conjunction ( ) key. 3. 8, the maximum value. To see how the operations work for crisp sets, give set A the value 1 and set B the value 0. 15). 7, and click on the ~A key. 16). You can demonstrate implication by entering values for A and B, then pressing the arrow key. ) If A implies B, YES appear in ∨ Fuzzy Logic A Practical Approach by F. 14: Fuzzy conjunction operatlon on UniCalc. 15: Crisp conjuction operation of UniCalc.

Dr. Fuzzy has found a bike-riding expert (who modestly wants to be known only as BikeRider) for a down-to-the-basics system with two inputs and one output. Dr. Fuzzy calls this system BikeBraker. Identify and Name Fuzzy Inputs As any bike rider might guess, the two inputs are speed and distance. The next step is to identify the fuzzy ranges of each. Speed BikeRider, a city dweller, pedals along streets posted from 35 mph to 50 mph. The particular block in question is posted at 35 mph. 1). Fuzzy Logic A Practical Approach by F.