[HTML][HTML] An optimal control problem for mosaic disease via Caputo fractional derivative
M Vellappandi, P Kumar, V Govindaraj… - Alexandria Engineering …, 2022 - Elsevier
In this research article, we derive an optimal control problem for the mosaic disease model
by using the Caputo fractional derivatives. The natural microbial biostimulants (MBs) are …
by using the Caputo fractional derivatives. The natural microbial biostimulants (MBs) are …
Modelling cassava production and pest management under biotic and abiotic constraints
V Alonso Chavez, AE Milne, F van den Bosch… - Plant molecular …, 2021 - Springer
Key message We summarise modelling studies of the most economically important cassava
diseases and arthropods, highlighting research gaps where modelling can contribute to the …
diseases and arthropods, highlighting research gaps where modelling can contribute to the …
Leaf disease segmentation and classification of Jatropha Curcas L. and Pongamia Pinnata L. biofuel plants using computer vision based approaches
Several efforts have been made in finding alternate sources of energy. The production of bio-
fuel from the extracts of plants like Jatropha Curcas L. and Pongamia Pinnata L. is most …
fuel from the extracts of plants like Jatropha Curcas L. and Pongamia Pinnata L. is most …
A delayed plant disease model with Caputo fractional derivatives
We analyze a time-delay Caputo-type fractional mathematical model containing the infection
rate of Beddington–DeAngelis functional response to study the structure of a vector-borne …
rate of Beddington–DeAngelis functional response to study the structure of a vector-borne …
[HTML][HTML] Mathematical structure of mosaic disease using microbial biostimulants via Caputo and Atangana–Baleanu derivatives
In this research collection, we analysed two different fractional non-linear mathematical
models of a well-known mosaic epidemic of plants, which is underlying by begomoviruses …
models of a well-known mosaic epidemic of plants, which is underlying by begomoviruses …
Environmental factors as indicators of dissolved oxygen concentration and zooplankton abundance: Deep learning versus traditional regression approach
Presence of optimal levels of dissolved oxygen (above critical level of 4.5 mg L− 1) and
presence of zooplankton community are indicators of good water quality of an aquatic …
presence of zooplankton community are indicators of good water quality of an aquatic …
[PDF][PDF] A review of fractional-order models for plant epidemiology
In the modern day, fractional operators are being utilized more and more to express
problems and study the spread of epidemics, reflecting the growing interest in mathematical …
problems and study the spread of epidemics, reflecting the growing interest in mathematical …
Modelling and control of a fractional-order epidemic model with fear effect
M Mandal, S Jana, SK Nandi, TK Kar - Energy, Ecology and Environment, 2020 - Springer
In this paper, we formulate and study a new fractional-order SIS epidemic model with fear
effect of an infectious disease and treatment control. The existence and uniqueness …
effect of an infectious disease and treatment control. The existence and uniqueness …
Optimal control of a vectored plant disease model for a crop with continuous replanting
Vector-transmitted diseases of plants have had devastating effects on agricultural production
worldwide, resulting in drastic reductions in yield for crops such as cotton, soybean, tomato …
worldwide, resulting in drastic reductions in yield for crops such as cotton, soybean, tomato …
Role of farming awareness in crop pest management-A mathematical model
Control of pest attack is an important aspect in agriculture to obtain healthy crop as well as
high yield. Farming awareness is also equally important in pest management. Awareness …
high yield. Farming awareness is also equally important in pest management. Awareness …