| 1 | Author | Peter Babinec, Melánia Babincová | Requires cookie* |
| Title | Self-Organized Criticality and Dynamic Instability of Microtubule Growth  | ||
| Abstract | We have shown that the distribution of lengths of site nucleated microtubules obey an algebraic power law relationship D (s) = A s~x, where D(s) is relative number of microtubules with length 5, A and i are constants. This relationship indicates the possibility of a self-organized criticality in the dynamic instability of microtubule growth. | ||
| Reference | Z. Naturforsch. 50c, 739—740 (1995); received May 4/July 2 1995 | ||
| Published | 1995 | ||
| Keywords | Microtubule, Dynamics, Instability, Criticality, Self-Organization | ||
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