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The hematopoietic stem cells of the transplant colonize the damaged marrow and eventually repopulate the blood and the immune system with functional cells.
It is a hybrid system with functional electrical stimulation (FES).
Therefore, many scholars prefer to study the predator-prey system with functional response [22 25].
Designing a low-cost system with functional safety is challenging and leads to a large gap between the prototype and the end product, in order to handle all the corner cases.
The principle aim of this paper is to systematically unify the existence of periodic solutions for a delayed ratio-dependent predator-prey system with functional response and diffusion modeled by ordinary differential equations and their discrete analogues in form of difference equations and to extend these results to more general time scales.
The architecture is a uniform and consistent system with functional parts of the pre-training input network that effectively captures information with different degrees of abstraction in the observed data, and the minimum complexity ESN that possesses the powerful nonlinear approximation capability and highly efficient training.
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In [38], the author researches convergence for strict-feedback systems with functional uncertainties by using NN learning control methods.
Robust controllers for nonlinear stochastic systems with functional uncertainties can be consistently designed using probabilistic control methods.
Recently, many authors have explored the dynamics of a class of the nonautonomous semi-ratio-dependent predator-prey systems with functional responses (1.1).
Many scholars have studied such predator-prey systems with functional response, such as Holling-type [3 5], Beddington-type [6 9], and Ivlev-type [10 12].
In the past decade, innovations in 3D culture systems with functional biomaterials have enabled efficient and versatile control of hPSC fate at the cellular level.
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