Basic Unary Transformations and Functions Operating in Fuzzy Plane


Authors

A. Taleshian - Department of Mathematics, Faculty of Sciences, Mazandaran University. P.O. Box 47416-1467, Babolsar, Iran S. Rezvani - Department of Mathematics, Faculty of Sciences, Mazandaran University. P.O. Box 47416-1467, Babolsar, Iran


Abstract

In this paper first a series of basic transformation such integral, Rising and Falling has been defined. then the integrals have been proved. So falling and rising planes have been studied and a theorem about it has been proved. At the end, operations fuzzy time planes is shown and related proposition to it is proved.


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ISRP Style

A. Taleshian, S. Rezvani, Basic Unary Transformations and Functions Operating in Fuzzy Plane, Journal of Mathematics and Computer Science, 1 (2010), no. 2, 76--79

AMA Style

Taleshian A., Rezvani S., Basic Unary Transformations and Functions Operating in Fuzzy Plane. J Math Comput SCI-JM. (2010); 1(2):76--79

Chicago/Turabian Style

Taleshian, A., Rezvani, S.. " Basic Unary Transformations and Functions Operating in Fuzzy Plane." Journal of Mathematics and Computer Science, 1, no. 2 (2010): 76--79


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