This paper deals with a competitor-competitor-mutualist Lotka-Volterra model. A series of sufficient criteria guaranteeing the stability and the occurrence of Hopf bifurcation for the model are obtained. Several concrete formulae determine the properties of bifurcating periodic solutions by applying the normal form theory and the center manifold principle. Computer simulations are given to support the theoretical predictions. At last, biological meaning and a conclusion are presented.
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Purpose: The MHC-unrestricted activity of cytokine-induced killer (CIK) cells against chemo-surviving melanoma cancer stem cells (mCSC) was...
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Induced overexpression of CD44 associated with resistance to apoptosis on DNA damage response in human head and neck squamous cell carc...
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Current treatments for generalized pustular psoriasis are unsatisfactory. We applied recently-developed techniques for transcriptomic analys...
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Downregulation of mouse CCR3 by lentiviral shRNA inhibits proliferation and induces apoptosis of mouse eosinophils. Mol Med Rep. 2016 ...
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Vol.20 No.1 from #AlexandrosSfakianakis via Alexandros G.Sfakianakis on Inoreader http://ift.tt/2seUCMY via IFTTT
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A randomised controlled trial comparing transnasal humidified rapid insufflation ventilatory exchange (THRIVE) pre-oxygenation with fac...
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Abstract This paper addresses the hybrid consensus-based formation keeping problem for nonholonomic mobile robots in the presence of a nov...
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The influence of different types of brackets and efficacy of two chlorhexidine mouthwashes on oral hygiene and the incidence of white s...
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Robert Schumann regnes som en av de store romantiske komponistene, særlig anerkjent er hans klaver- og kammermusikk. Han startet på utdanni...
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