Existence and Uniqueness Criteria for Fuzzy Nabla Dynamic Equations on Time Scales - Rekapalli, Leelavathi;Kumar, G. Suresh
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Many real-world phenomenons are imprecise, vague, and concrete. To model these real-world problems have two consequences i.e., one is to representthe real problem in the precise form and the other is due to more complexity in understanding the real-world problem. So, to specify these types of phenomena fuzzy sets were developed. Traditionally, dynamic equations on time scales were developed by using the delta derivative of a function so far. Later, using the concept of backward jump operator in the definition of time scales and by using fuzzy concept, initiated fuzzy nabla dynamic equations on time scales.…mehr

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Produktbeschreibung
Many real-world phenomenons are imprecise, vague, and concrete. To model these real-world problems have two consequences i.e., one is to representthe real problem in the precise form and the other is due to more complexity in understanding the real-world problem. So, to specify these types of phenomena fuzzy sets were developed. Traditionally, dynamic equations on time scales were developed by using the delta derivative of a function so far. Later, using the concept of backward jump operator in the definition of time scales and by using fuzzy concept, initiated fuzzy nabla dynamic equations on time scales.
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Autorenporträt
Dr. Leelavathi Rekapalli is serving as an Assistant Professor at Andhra Loyola Institute of Engineering and Technology. She published six research articles in SCI /SCOPUS indexed journals. Dr. G. Suresh Kumar is an Associate Professor in KL deemed to be University, he published 36 research articles in various reputed journals.