Abstract
In the present paper, we discuss the existence, boundedness, and asymptotic behavior of the positive solutions of the fuzzy difference equation omega(n+1 )= A omega(n-1)/B + C omega(p)(n-k), n is an element of N-0 with the parameters A, B, C and the initial conditions omega(-i) (i = 0, 1, ..., k) are positive fuzzy numbers and p, k is an element of Z(+). The theoretical results obtained are also supported and visualized by numerical simulations.
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Kapsamı
Uluslararası
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Type
Hakemli
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Index info
WOS.SCI
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Language
English
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Article Type
None
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Keywords
Boundedness Convergence Fuzzy number Fuzzy difference equations alpha-cuts