Multiple stable periodic oscillations in a mathematical model of CTL response to HTLV-I infection

MY Li, H Shu - Bulletin of mathematical biology, 2011 - Springer
Stable periodic oscillations have been shown to exist in mathematical models for the CTL
response to HTLV-I infection. These periodic oscillations can be the result of mitosis of …

[PDF][PDF] Multiple Stable Periodic Oscillations in a Mathematical Model of CTL Response to HTLV-I Infection

MY Li, H Shu - 2010 - academia.edu
Stable periodic oscillations have been shown to exist in mathematical models for the CTL
response to HTLV-I infection. These periodic oscillations can be the result of mitosis of …

Multiple Stable Periodic Oscillations in a Mathematical Model of CTL Response to HTLV-I Infection

MY Li, H Shu - Bulletin of Mathematical Biology, 2011 - search.proquest.com
Stable periodic oscillations have been shown to exist in mathematical models for the CTL
response to HTLV-I infection. These periodic oscillations can be the result of mitosis of …

[引用][C] Multiple Stable Periodic Oscillations in a Mathematical Model of CTL Response to HTLV-I Infection

MY Li, H Shu - Bulletin of Mathematical Biology, 2010 - cir.nii.ac.jp
Multiple Stable Periodic Oscillations in a Mathematical Model of CTL Response to HTLV-I
Infection | CiNii Research CiNii 国立情報学研究所 学術情報ナビゲータ[サイニィ] 詳細へ移動 検索 …

Multiple stable periodic oscillations in a mathematical model of CTL response to HTLV-I infection

MY Li, H Shu - Bulletin of mathematical biology, 2011 - pubmed.ncbi.nlm.nih.gov
Stable periodic oscillations have been shown to exist in mathematical models for the CTL
response to HTLV-I infection. These periodic oscillations can be the result of mitosis of …

[PDF][PDF] Multiple Stable Periodic Oscillations in a Mathematical Model of CTL Response to HTLV-I Infection

MY Li, H Shu - 2010 - Citeseer
Stable periodic oscillations have been shown to exist in mathematical models for the CTL
response to HTLV-I infection. These periodic oscillations can be the result of mitosis of …

[PDF][PDF] Multiple Stable Periodic Oscillations in a Mathematical Model of CTL Response to HTLV-I Infection

MY Li, H Shu - 2010 - researchgate.net
Stable periodic oscillations have been shown to exist in mathematical models for the CTL
response to HTLV-I infection. These periodic oscillations can be the result of mitosis of …

[PDF][PDF] Multiple Stable Periodic Oscillations in a Mathematical Model of CTL Response to HTLV-I Infection

MY Li, H Shu - 2010 - ualberta.ca
Stable periodic oscillations have been shown to exist in mathematical models for the CTL
response to HTLV-I infection. These periodic oscillations can be the result of mitosis of …

Multiple stable periodic oscillations in a mathematical model of CTL response to HTLV-I infection.

MY Li, H Shu - Bulletin of Mathematical Biology, 2010 - europepmc.org
Stable periodic oscillations have been shown to exist in mathematical models for the CTL
response to HTLV-I infection. These periodic oscillations can be the result of mitosis of …

Multiple Stable Periodic Oscillations in a Mathematical Model of CTL Response to HTLV-I Infection.

M Li, H Shu - Bulletin of Mathematical Biology, 2011 - search.ebscohost.com
Stable periodic oscillations have been shown to exist in mathematical models for the CTL
response to HTLV-I infection. These periodic oscillations can be the result of mitosis of …