An introduction to lymphocyte and viral dynamics: the power and limitations of mathematical analysis.
about
Determining thymic output quantitatively: using models to interpret experimental T-cell receptor excision circle (TREC) data.The cycle of EBV infection explains persistence, the sizes of the infected cell populations and which come under CTL regulation.Cellular immune response to HTLV-1.The evolution of mathematical immunology.Quantification of T-cell dynamics: from telomeres to DNA labeling.Quantifying T lymphocyte turnover.How does HTLV-I persist despite a strong cell-mediated immune response?Numerical solutions for a model of tissue invasion and migration of tumour cellsGlobal stability for a class of virus models with cytotoxic T lymphocyte immune response and antigenic variation.
P2860
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P2860
An introduction to lymphocyte and viral dynamics: the power and limitations of mathematical analysis.
description
2003 nî lūn-bûn
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2003年の論文
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2003年学术文章
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2003年学术文章
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2003年学术文章
@zh-cn
2003年学术文章
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2003年学术文章
@zh-my
2003年学术文章
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2003年學術文章
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name
An introduction to lymphocyte ...... ions of mathematical analysis.
@en
An introduction to lymphocyte ...... ions of mathematical analysis.
@nl
type
label
An introduction to lymphocyte ...... ions of mathematical analysis.
@en
An introduction to lymphocyte ...... ions of mathematical analysis.
@nl
prefLabel
An introduction to lymphocyte ...... ions of mathematical analysis.
@en
An introduction to lymphocyte ...... ions of mathematical analysis.
@nl
P2860
P356
P1476
An introduction to lymphocyte ...... ions of mathematical analysis.
@en
P2860
P304
P356
10.1098/RSPB.2003.2386
P577
2003-08-01T00:00:00Z