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Symmetry breaking and axis maintenance in morphogenesis

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Kein Logo verfügbarBanff International Research Station (BIRS) for Mathematical Innovation and Discovery
 Boudaoud, Arezki

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Symmetry breaking and axis maintenance in morphogenesis
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33
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Abstract
How do organs and organisms grow to elongated forms? I will show how the coupling between biochemical polarity and tissue mechanics enables elongated growth forms, by considering three model systems: fission yeast, fruit fly, and Arabidopsis.
Mathematics for Developmental Biology (17w5164)13 / 33
1
Vorschaubild
50:38
Some perspectives on growth and form: The continuing inspiration of D'Arcy Thompson
2
Vorschaubild
45:27
A simpler version of Turing model for experimental biology
3
Vorschaubild
52:31
50 years of L-systems
4
Vorschaubild
45:25
Resolving conflicts: The genetic control of plant morphogenesis, Modelling growth and form of the sea anemone Nematostella vectensis (7 min)
5
Vorschaubild
40:53
A growing leaf as a sheet of active solid
6
Vorschaubild
31:08
Shapes and growth motions of leaves
7
Vorschaubild
29:15
Towards an integrated understanding of leaf form development and diversity
8
Vorschaubild
31:28
How to account for intracellular dynamics [the cytoskeleton] in developmental processes
9
Vorschaubild
25:23
Quantitative evaluation of feedback mechanisms between cell shape and cytoskeleton organization
10
Vorschaubild
42:04
As simple as possible, but no simpler: coming to (mathematical) terms with the impact of fine temporal and spatial scales in plant developmental homeostasis
11
Vorschaubild
29:47
Growth, form and organization of plant meristems - a computational morphodynamics approach
12
Vorschaubild
26:31
Why plants make puzzle-shaped cells
13
Vorschaubild
29:00
Symmetry breaking and axis maintenance in morphogenesis
14
Vorschaubild
33:43
The interface between modeling and plant development experiments from a biologist’s perspective
15
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32:18
Interaction-based programming: A review of MGS
16
Vorschaubild
22:15
Modelling development with cell complexes in one, two, and three dimensions
17
Vorschaubild
22:07
Cell-based modeling of mechanical cell-matrix interactions during embryonic development
18
Vorschaubild
35:56
Inference of Lindenmayer Systems
19
Vorschaubild
38:01
Towards a mathematical architecture for more flexible scientific modeling
20
Vorschaubild
40:08
Growth, remodeling, aging and morphogenesis within the continuum mechanics context
21
Vorschaubild
36:31
Numerical models for thin biological structures: From thin viscous threads to visco-active shells
22
Vorschaubild
44:04
Non-linear finite-element analysis of biological tissue deformation
23
Vorschaubild
35:08
Two-stage patterning dynamics in conifer cotyledon whorl morphogenesis
24
Vorschaubild
32:16
Fibonacci and quasi-symmetric phyllotaxis
25
Vorschaubild
31:00
Surprises from modeling lung development
26
Vorschaubild
34:37
Can we manipulate tree forms like numbers?
27
Vorschaubild
29:14
Modelling collisions with and between plants
28
Vorschaubild
31:46
Mesoscopic Modeling of Branching Structures
29
Vorschaubild
37:37
The role of the Hippo pathway in patterning and growth control
30
Vorschaubild
23:15
A 2-D Model of Dynamically Active Cells Coupled by Bulk Diffusion: Triggered Synchronous Oscillations and Quorum-Sensing
31
Vorschaubild
29:07
Interactive exploration of reaction-diffusion patterns
32
Vorschaubild
41:07
Interactive simulation of developmental biological models (joint presentation with Andreas Knote)
33
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08:40
Angiogenesis and somite splitting