Mathematics of cell motility: have we got its number?

被引:183
作者
Mogilner, Alex [1 ,2 ]
机构
[1] Univ Calif Davis, Dept Math, Davis, CA 95618 USA
[2] Univ Calif Davis, Dept Neurobiol Physiol & Behav, Davis, CA 95618 USA
关键词
Cell motility; Actin; Cell mechanics; Protrusion; Contraction; Adhesion; BRANCHED ACTIN NETWORKS; NEMATODE SPERM CELL; MIGRATING CELLS; LEADING-EDGE; SYMMETRY-BREAKING; LAMELLIPODIAL CONTRACTIONS; EXTRACELLULAR-MATRIX; COMPUTATIONAL-MODEL; SELF-ORGANIZATION; FORCE GENERATION;
D O I
10.1007/s00285-008-0182-2
中图分类号
Q [生物科学];
学科分类号
07 ; 0710 ; 09 ;
摘要
Mathematical and computational modeling is rapidly becoming an essential research technique complementing traditional experimental biological methods. However, lack of standard modeling methods, difficulties of translating biological phenomena into mathematical language, and differences in biological and mathematical mentalities continue to hinder the scientific progress. Here we focus on one area-cell motility-characterized by an unusually high modeling activity, largely due to a vast amount of quantitative, biophysical data, 'modular' character of motility, and pioneering vision of the area's experimental leaders. In this review, after brief introduction to biology of cell movements, we discuss quantitative models of actin dynamics, protrusion, adhesion, contraction, and cell shape and movement that made an impact on the process of biological discovery. We also comment on modeling approaches and open questions.
引用
收藏
页码:105 / 134
页数:30
相关论文
共 123 条
  • [1] LOCOMOTION OF FIBROBLASTS IN CULTURE .1. MOVEMENTS OF LEADING EDGE
    ABERCROMBIE, M
    HEAYSMAN, JE
    PEGRUM, SM
    [J]. EXPERIMENTAL CELL RESEARCH, 1970, 59 (03) : 393 - +
  • [2] The actin-based nanomachine at the leading edge of migrating cells
    Abraham, VC
    Krishnamurthi, V
    Taylor, DL
    Lanni, F
    [J]. BIOPHYSICAL JOURNAL, 1999, 77 (03) : 1721 - 1732
  • [3] In silico reconstitution of Listeria propulsion exhibits nano-saltation
    Alberts, JB
    Odell, GM
    [J]. PLOS BIOLOGY, 2004, 2 (12) : 2054 - 2066
  • [4] Cytoplasm dynamics and cell motion: two-phase flow models
    Alt, W
    Dembo, M
    [J]. MATHEMATICAL BIOSCIENCES, 1999, 156 (1-2) : 207 - 228
  • [5] Bioengineering models of cell signaling
    Asthagiri, AR
    Lauffenburger, DA
    [J]. ANNUAL REVIEW OF BIOMEDICAL ENGINEERING, 2000, 2 : 31 - 53
  • [6] Mechanics and dynamics of actin-driven thin membrane protrusions
    Atilgan, E
    Wirtz, D
    Sun, SX
    [J]. BIOPHYSICAL JOURNAL, 2006, 90 (01) : 65 - 76
  • [7] Adhesion-dependent cell mechanosensitivity
    Bershadsky, AD
    Balaban, NQ
    Geiger, B
    [J]. ANNUAL REVIEW OF CELL AND DEVELOPMENTAL BIOLOGY, 2003, 19 : 677 - 695
  • [8] Adhesion-mediated mechanosensitivity: a time to experiment, and a time to theorize
    Bershadsky, Alexander
    Kozlov, Michael
    Geiger, Benjamin
    [J]. CURRENT OPINION IN CELL BIOLOGY, 2006, 18 (05) : 472 - 481
  • [9] A mechanistic model of the actin cycle
    Bindschadler, M
    Osborn, EA
    Dewey, CF
    McGrath, JL
    [J]. BIOPHYSICAL JOURNAL, 2004, 86 (05) : 2720 - 2739
  • [10] Weak force stalls protrusion at the leading edge of the lamellipodium
    Bohnet, S
    Ananthakrishnan, R
    Mogilner, A
    Meister, JJ
    Verkhovsky, AB
    [J]. BIOPHYSICAL JOURNAL, 2006, 90 (05) : 1810 - 1820