Existence and finite-time stability of a unique almost periodic positive solution for fractional-order Lasota Wazewska red blood cell models

In this paper,we are concerned with a class of fractional-order Lasota-Wazewska red blood ccll modcls.By applying a fixed point theorem on a normal cone,we first obtain the sufficient conditions for the existence of a unique almost periodic positive solution of the considered models.Then,considering that all of the red blood cells in animals survive in a finite-time interval,we study the finite-time stability of the almost periodic positive solution by using some inequality techniques.Our results and methods of this paper are new.Finally,we give numerical examples to show the feasibility of the obtained results.

缺血性脑卒中溶栓药物研究进展

缺血性脑卒中是一种高发病率、高死亡率的重大健康危机。溶栓药物能快速溶解血栓、减少出血副作用、实现血管再通,对缺血性脑卒中治疗起到关键性的作用。重组组织纤溶酶原激活剂(rtPA)是FDA批准的唯一缺血性脑卒中药物,但在临床使用中有诸多限制。近年来,基于tPA的溶栓药物及治疗策略发展迅速,文中结合笔者课题组及目前国内外的相关研究成果,回顾了该领域的最新进展,为新型溶栓药物发展提供科学依据和思路。