J
J. Dianavinnarasi
Researcher at Alagappa University
Publications - 8
Citations - 115
J. Dianavinnarasi is an academic researcher from Alagappa University. The author has contributed to research in topics: Population & Wolbachia. The author has an hindex of 3, co-authored 7 publications receiving 46 citations.
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Finite-Time Mittag-Leffler Stability of Fractional-Order Quaternion-Valued Memristive Neural Networks with Impulses
TL;DR: The accuracy and validity of obtained finite time stability criteria are supported by two numerical examples and the asymptotic stability of such system with order 1 < β < 2 have been investigated.
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Application of caputo–fabrizio operator to suppress the aedes aegypti mosquitoes via wolbachia: an LMI approach
J. Dianavinnarasi,Ramachandran Raja,Jehad Alzabut,Jinde Cao,Jinde Cao,Michal Niezabitowski,Ovidiu Bagdasar +6 more
TL;DR: In this article, a mathematical model to increase Cytoplasmic Incompatibility (CI) in Aedes Aegypti mosquitoes by releasing Wolbachia infected mosquitoes is presented.
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Delay-dependent stability criteria of delayed positive systems with uncertain control inputs: Application in mosquito-borne morbidities control
TL;DR: The novel mathematical model which describes the life stages of Aedes Aegypti mosquitoes is proposed and the γ-exponential stability of this population system is derived.
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An LMI Approach-Based Mathematical Model to Control Aedes aegypti Mosquitoes Population via Biological Control
J. Dianavinnarasi,Ramachandran Raja,Jehad Alzabut,Michal Niezabitowski,G. Selvam,Ovidiu Bagdasar +5 more
TL;DR: A novel age-structured delayed mathematical model to control Aedes aegypti mosquitoes via Wolbachia-infected mosquitoes is introduced and results are presented for the real-world data collected from the existing literature to show the effectiveness of the proposed model.
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Controlling Wolbachia Transmission and Invasion Dynamics among Aedes Aegypti Population via Impulsive Control Strategy
TL;DR: In this article, an impulsive control synthesis to maintain the self-sustainability of Wolbachia among Aedes Aegypti mosquitoes is presented. And the authors derive the existence and uniqueness results for the proposed model through fixed point theory and perform a global Mittag-Leffler stability analysis via linear matrix inequality theory and Lyapunov theory.