2002
DOI: 10.1073/pnas.152215199
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Identification of two cerebral malaria resistance loci using an inbred wild-derived mouse strain

Abstract: Malaria is a complex infectious disease in which the host͞parasite interaction is strongly influenced by host genetic factors. The consequences of plasmodial infections range from asymptomatic to severe complications like the neurological syndrome cerebral malaria induced by Plasmodium falciparum in humans and Plasmodium berghei ANKA in rodents. Mice infected with P. berghei ANKA show marked differences in disease manifestation and either die from experimental cerebral malaria (ECM) or from hemolytic anemia ca… Show more

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Cited by 54 publications
(56 citation statements)
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“…Finally, it is worth noting that the likelihoods of current and allelic penetrance models are not comparable, because the parameter number among these models is different. Bagot et al (2002) performed a genetic mapping study in mice for the susceptibility to experimental cerebral malaria (ECM) following Plasmodium berghei ANKA infection. A cross was performed between the ECM resistant strain WLA and the ECM susceptible strain C57BL/6J, where F 1 progeny was ECM resistant and was backcrossed with the susceptible parental strain.…”
Section: N Sepúlveda Et Almentioning
confidence: 99%
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“…Finally, it is worth noting that the likelihoods of current and allelic penetrance models are not comparable, because the parameter number among these models is different. Bagot et al (2002) performed a genetic mapping study in mice for the susceptibility to experimental cerebral malaria (ECM) following Plasmodium berghei ANKA infection. A cross was performed between the ECM resistant strain WLA and the ECM susceptible strain C57BL/6J, where F 1 progeny was ECM resistant and was backcrossed with the susceptible parental strain.…”
Section: N Sepúlveda Et Almentioning
confidence: 99%
“…This is a consequence of modeling internal penetrance of recessive alleles at each locus by two allelic penetrances, one for the dominant allele and another for the recessive allele (see Equation (4)). Since the WLA strain was 100% resistant to the disease, while the other strain was not fully susceptible (Bagot et al, 2002), we could avoid overparameterization by assuming that the internal component of penetrance of a recessive phenotype-conferring (or inhibiting) allele follows Equation (4) with p A ¼ 1. In this case, penetrances for all models add up to three parameters: one allelic penetrance for each locus and the external penetrance p ext .…”
Section: Application To Backcross Datamentioning
confidence: 99%
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