Pancreatic cancer is the most lethal malignancy of the gastrointestinal tract.Due to its propensity for early local and distant spread, affected patients possess extremely poor prognosis.Currently applied treatments are not effective enough to eradicate all cancer cells, and minimize their migration.Besides, these treatments are associated with adv
Generate localized optical vortices by quadrupole transition and twisted light
We explain how quadrupole-active atomic interactions be able to be enhanced once the neutral atom interacts with an evanescent winding light modes.The optical system presented is a semi-bounded space based on neutral atoms situated close lorenametaute.com to the evanescent Bessel-Gaussian modes.The quadrupole Rabi frequency (and hence the optical q
Exploring the role of EMT in ovarian cancer progression using a multiscale mathematical model
Abstract Epithelial-to-mesenchymal transition (EMT) plays a key role in the progression of cancer tumours, significantly reducing the success of treatment.EMT occurs when a cell undergoes phenotypical changes, resulting in enhanced drug resistance, higher cell plasticity, and increased metastatic abilities.Here, we employ a 3D agent-based multiscal
A Bayesian model of acquisition and clearance of bacterial colonization incorporating within-host variation.
Bacterial populations that colonize a host can play important roles in host health, including serving as a reservoir that transmits to other hosts and from which invasive strains emerge, thus emphasizing the importance of understanding rates of acquisition and clearance of colonizing populations.Studies of colonization dynamics have been based on a
Quantized Adaptive Decentralized Control for a Class of Interconnected Nonlinear Systems With Hysteretic Actuators Faults
In this iphone 14 price miami paper, a quantized adaptive decentralized output feedback control is proposed for a class of interconnected nonlinear systems with quantized input and possible number of hysteretic actuators failure up to infinity.The hysteretic actuators nonlinearities are described by the Prandtl-Ishlinskii model.In order to compensa