When Fertilization Is Not Enough: Maternal-Zygotic Transition as a Determinant of Embryo Competence in IVF. [PDF]
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Sex-Specific doublesex Regulation Targeting the Color-Patterning Gene h Underlies the Evolution of Wing Sexual Dimorphism in the Harlequin Ladybug Harmonia axyridis. [PDF]
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Auxin-cytokinin crosstalk and differential growth: complex relationships driving carpel initiation. [PDF]
Kwiatkowska D, Borowska-Wykręt D.
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Systems of pattern formation within developmental biology
Progress in Biophysics and Molecular Biology, 2021Applications of mathematical models to developmental biology have provided helpful insight into various subfields, ranging from the patterning of animal skin to the development of complex organ systems. Systems involved in patterning within morphology present a unique path to explain self-organizing systems. Current efforts show that patterning systems,
Juhyun Lee, Samantha Laboy
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8.1 Reaction-Diffusion Models of Pattern Formation in Developmental Biology
In this paper we present mathematical approaches to understand a symmetry break and formation of spatially heterogenous structures during development.
Anna Marciniak-Czochra
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Developmental Pattern Formation: Insights from Physics and Biology
Science, 2012The spatial organization of cell fates during development involves the interpretation of morphogen gradients by cellular signaling cascades and transcriptional networks. Recent studies use biophysical models, genetics, and quantitative imaging to unravel how tissue-level morphogen behavior arises from subcellular events.
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Developmental biology: A Rosetta stone for pattern formation in animals?
Nature, 1984Jonathan M W Slack
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A three level finite element approximation of a pattern formation model in developmental biology
Numerische Mathematik, 2013The paper under review provides a thorough numerical analysis of a multilevel semidiscretization of a weak formulation of a reaction-diffusion equation. This approach, discretizing first in time and conceptually replacing the reaction-diffusion equation with a sequence of spatial PDE (in this case elliptic problems) is known as Rothe's method or more ...
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