2016
DOI: 10.1155/2016/7686081
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Boolean Modeling of Cellular and Molecular Pathways Involved in Influenza Infection

Abstract: Systems virology integrates host-directed approaches with molecular profiling to understand viral pathogenesis. Self-contained statistical approaches that combine expression profiles of genes with the available databases defining the genes involved in the pathways (gene-sets) have allowed characterization of predictive gene-signatures associated with outcome of the influenza virus (IV) infection. However, such enrichment techniques do not take into account interactions among pathways that are responsible for t… Show more

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Cited by 9 publications
(11 citation statements)
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“…To our knowledge, no mathematical models have described M1/M2 interactions specific to the immune response to VILI. Many models have examine the immune response to bacterial and viral infections, such as pneumonia (Schirm et al, 2016;Mochan et al, 2014;Smith et al, 2011), tuberculosis (Day et al, 2009;Raman et al, 2010;Segovia-Juarez et al, 2004), and influenza (Manchanda et al, 2014;Anderson et al, 2016;Hancioglu et al, 2007). Additionally, models related to smoking and asthma (Brown et al, 2011;Chernyavsky et al, 2014;Golov et al, 2017;Pothen et al, 2015), mechanical ventilation (Hickling, 1998;Marini et al, 1989;Pidaparti et al, 2013), and general inflammatory stress (Reynolds et al, 2010) have been developed, but these models generally deal with the mechanics of the airways, including airflow, pressure, and gas exchange, and how these mechanics respond to inflammation and particle inhalation without accounting for the various cells types involved in the immune response.…”
Section: Mathematical Backgroundmentioning
confidence: 99%
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“…To our knowledge, no mathematical models have described M1/M2 interactions specific to the immune response to VILI. Many models have examine the immune response to bacterial and viral infections, such as pneumonia (Schirm et al, 2016;Mochan et al, 2014;Smith et al, 2011), tuberculosis (Day et al, 2009;Raman et al, 2010;Segovia-Juarez et al, 2004), and influenza (Manchanda et al, 2014;Anderson et al, 2016;Hancioglu et al, 2007). Additionally, models related to smoking and asthma (Brown et al, 2011;Chernyavsky et al, 2014;Golov et al, 2017;Pothen et al, 2015), mechanical ventilation (Hickling, 1998;Marini et al, 1989;Pidaparti et al, 2013), and general inflammatory stress (Reynolds et al, 2010) have been developed, but these models generally deal with the mechanics of the airways, including airflow, pressure, and gas exchange, and how these mechanics respond to inflammation and particle inhalation without accounting for the various cells types involved in the immune response.…”
Section: Mathematical Backgroundmentioning
confidence: 99%
“…Additionally, models related to smoking and asthma (Brown et al, 2011;Chernyavsky et al, 2014;Golov et al, 2017;Pothen et al, 2015), mechanical ventilation (Hickling, 1998;Marini et al, 1989;Pidaparti et al, 2013), and general inflammatory stress (Reynolds et al, 2010) have been developed, but these models generally deal with the mechanics of the airways, including airflow, pressure, and gas exchange, and how these mechanics respond to inflammation and particle inhalation without accounting for the various cells types involved in the immune response. Models have also been developed to understand and analyze the molecular mechanisms that govern the phenotype switch that macrophages undergo from pro-inflammatory to anti-inflammatory, as well as other important subcellular pathways (Anderson et al, 2016;Braun et al, 2013;Maiti et al, 2014).…”
Section: Mathematical Backgroundmentioning
confidence: 99%
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“…Anderson et al proposed an approach for integrating gene set enrichment methods with Boolean dynamic modeling to reveal the induction of a densely connected network of cellular (TFs) and molecular (ligands) signaling upon influenza virus infection of dendritic cell [72]. Kaderali and colleagues also inferred signaling pathways from gene knockdown data using Boolean networks with probabilistic Boolean threshold functions [73].…”
Section: Several Classical Systemic Modeling Approachesmentioning
confidence: 99%
“…The status of the system across time was simulated by repeatedly applying the Boolean rules for each node until a stationary state was found (e.g., no change in the activities of the following key nodes: p52, p65, STAT protein, CTCF, ERK, JNK, p38, GSH, GSSG, O 2 , and H 2 O 2 ). As the kinetics and time scales of the individual processes represented as edges are not known, a random order asynchronous update was selected, wherein the time scales of each regulatory process were randomly chosen in such a way that the node states were updated in a randomly selected order during each time step [27][28][29]. The asynchronous algorithm was…”
Section: Discrete Dynamic Model Implementationmentioning
confidence: 99%