F
Frank Jülicher
Researcher at Max Planck Society
Publications - 405
Citations - 34181
Frank Jülicher is an academic researcher from Max Planck Society. The author has contributed to research in topics: Molecular motor & Entropy production. The author has an hindex of 90, co-authored 384 publications receiving 28421 citations. Previous affiliations of Frank Jülicher include Simon Fraser University & Dresden University of Technology.
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Dynamics of anisotropic tissue growth
TL;DR: If cell division and apoptosis balance, there is no net growth, but for anisotropic cell division the tissue undergoes spontaneous shear deformations, and it is shown that average cellular trajectories exhibit anisotrop scaling behaviors.
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Bipedal Locomotion in Crawling Cells
TL;DR: This work presents a physical description of keratocyte oscillation in which periodic retraction of the trailing edge is the result of elastic coupling with the leading edge, and measures spontaneous shape and movement oscillations in motile fish epithelial keratocytes.
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Guiding Self-organized Pattern Formation in Cell Polarity Establishment
Peter Gross,Peter Gross,K. Vijay Kumar,K. Vijay Kumar,Nathan W. Goehring,Nathan W. Goehring,Justin S. Bois,Carsten Hoege,Frank Jülicher,Stephan W. Grill,Stephan W. Grill +10 more
TL;DR: A study of how single C. elegans cells establish the polarity required for cell division reveals a general principle for pattern formation in living systems controlled by biochemical cues, including a general criterion for controlling biological pattern-forming systems.
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Robust formation of morphogen gradients.
TL;DR: It is shown that, in contrast to morphogen transport by extracellular diffusion, transcytosis leads to robust ligand profiles which are insensitive to the rate of ligand production.
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Dynamic Fluctuations of Semiflexible Filaments
TL;DR: In this article, the longitudinal and transverse fluctuations of a semidefinite filament were studied using scaling arguments and numerical simulations, and several regimes for the longitudinal fluctuations which, for short times, scale as