Search Results - "Faïna, S"

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  1. 1

    Birth and death of protein domains: a simple model of evolution explains power law behavior by Karev, Georgy P, Wolf, Yuri I, Rzhetsky, Andrey Y, Berezovskaya, Faina S, Koonin, Eugene V

    Published in BMC evolutionary biology (14-10-2002)
    “…Power distributions appear in numerous biological, physical and other contexts, which appear to be fundamentally different. In biology, power laws have been…”
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  2. 2

    ROLE OF PREY DISPERSAL AND REFUGES ON PREDATOR-PREY DYNAMICS by BEREZOVSKAYA, FAINA S., SONG, BAOJUN, CASTILLO-CHAVEZ, CARLOS

    Published in SIAM journal on applied mathematics (01-01-2010)
    “…We explore the population dynamics of predator-prey systems when their interactions are mediated by a prey population with access to a refuge. The emphasis is…”
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  3. 3

    Pseudo-chaotic oscillations in CRISPR-virus coevolution predicted by bifurcation analysis by Berezovskaya, Faina S, Wolf, Yuri I, Koonin, Eugene V, Karev, Georgy P

    Published in Biology direct (02-07-2014)
    “…The CRISPR-Cas systems of adaptive antivirus immunity are present in most archaea and many bacteria, and provide resistance to specific viruses or plasmids by…”
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  4. 4

    Mathematical modeling of tumor therapy with oncolytic viruses: regimes with complete tumor elimination within the framework of deterministic models by Novozhilov, Artem S, Berezovskaya, Faina S, Koonin, Eugene V, Karev, Georgy P

    Published in Biology direct (17-02-2006)
    “…Oncolytic viruses that specifically target tumor cells are promising anti-cancer therapeutic agents. The interaction between an oncolytic virus and tumor cells…”
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  5. 5

    Population models with singular equilibrium by Berezovskaya, Faina S., Novozhilov, Artem S., Karev, Georgy P.

    Published in Mathematical biosciences (01-07-2007)
    “…A class of models of biological population and communities with a singular equilibrium at the origin is analyzed; it is shown that these models can possess a…”
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  6. 6

    On the asymptotic behaviour of the solutions to the replicator equation by Karev, Georgy P, Novozhilov, Artem S, Berezovskaya, Faina S

    Published in Mathematical medicine and biology (01-06-2011)
    “…Selection systems and the corresponding replicator equations model the evolution of replicators with a high level of abstraction. In this paper, we apply novel…”
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  7. 7

    Gene family evolution: an in-depth theoretical and simulation analysis of non-linear birth-death-innovation models by Karev, Georgy P, Wolf, Yuri I, Berezovskaya, Faina S, Koonin, Eugene V

    Published in BMC evolutionary biology (09-09-2004)
    “…The size distribution of gene families in a broad range of genomes is well approximated by a generalized Pareto function. Evolution of ensembles of gene…”
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  8. 8

    Modeling the dynamics of inhomogeneous natural rotifer populations under toxicant exposure by Karev, Georgy P., Novozhilov, Artem S., Berezovskaya, Faina S.

    Published in Ecological modelling (24-03-2008)
    “…Most population models assume that individuals within a given population are identical, that is, the fundamental role of variation is ignored. Here we develop…”
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  9. 9

    Modeling genome evolution with a diffusion approximation of a birth-and-death process by Karev, Georgy P., Berezovskaya, Faina S., Koonin, Eugene V.

    Published in Bioinformatics (01-11-2005)
    “…Motivation: In our previous studies, we developed discrete-space birth, death and innovation models (BDIMs) of genome evolution. These models explain the…”
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  10. 10

    Rotifer Population Dynamics in Two Coupled Habitats: Invasion of Chaos by Medvinsky, Alexander B, Gonik, Maria M, Berezovskaya, Faina S, Li, Bai-Lian, Malchow, Horst

    Published in Biological invasions (01-09-2005)
    “…We study the role of interactions between habitats in rotifer dynamics. We use a simple discrete-time model to simulate the interactions between neighboring…”
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    Diversity of benthic diatom and macroalgae in the impact polluted river, North Eastern part of Thailand by Maneechot, U, Faina, S

    Published in Phycologia (Oxford) (01-07-2009)
    “…Monitoring the biological quality and ecological status of running waters can be carried out using diverse groups of organisms. Algae have been used…”
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  14. 14

    Evaluation of the Abbott system in maternal serum screening for Down syndrome: the AxSym analyzer, AFP and hCG reagents and Maciel Prenatal Interpretive Software by Muller, Françoise, Ngo, Sandrine, Aegerter, Philippe, Le Bourdellès, Saga, Taguel, Valérie, Rebiffé, Maryneige, Faïna, Sébastien, Giraudet, Paul

    Published in Clinica chimica acta (14-09-1998)
    “…Multi-marker maternal serum screening for Down syndrome in the second trimester is now part of routine care in many centers. Most protocols use a combination…”
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  15. 15

    Families of traveling impulses and fronts in some models with cross-diffusion by Berezovskaya, Faina S., Novozhilov, Artem S., Karev, Georgy P.

    “…An analysis of traveling wave solutions of partial differential equation (PDE) systems with cross-diffusion is presented. The systems under study fall in a…”
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  16. 16

    Évaluation du système Boehringer pour le dépistage sérique maternel de la trisomie 21 : automate Elecsys 2010, trousses AFP et HCG STA Elecsys, logiciel Santosha by Muller, F, Taguel, V, Ngo, S, Rebiffé, M, Faïna, S, Beauchet, A, Giraudet, P

    “…Le dépistage sérique maternel de la trisomie 21 est basé sur l'identification des grossesses à risque accru, pour lesquelles une amniocentèse sera proposée en…”
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    On the Bifurcations and Multiple Endemic States of a Single Strain HIV Model by Faina, Lindley Kent M., Almocera, Lorna S., Sy, Polly W.

    Published in Acta Mathematicae Applicatae Sinica (01-10-2014)
    “…The dynamics of a single strain HIV model is studied. The basic reproduction number R0 used as a bifurcation parameter shows that the system undergoes…”
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  20. 20

    On the asymptotic behavior of the solutions to the replicator equation by Karev, Georgy P, Novozhilov, Artem S, Berezovskaya, Faina S

    Published 26-06-2009
    “…Selection systems and the corresponding replicator equations model the evolution of replicators with a high level of abstraction. In this paper we apply novel…”
    Get full text
    Journal Article