6 results on '"Lutz Brusch"'
Search Results
2. Quantification of nematic cell polarity in three-dimensional tissues.
- Author
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André Scholich, Simon Syga, Hernán Morales-Navarrete, Fabián Segovia-Miranda, Hidenori Nonaka, Kirstin Meyer, Walter de Back, Lutz Brusch, Yannis Kalaidzidis, Marino Zerial, Frank Jülicher, and Benjamin M Friedrich
- Subjects
Biology (General) ,QH301-705.5 - Abstract
How epithelial cells coordinate their polarity to form functional tissues is an open question in cell biology. Here, we characterize a unique type of polarity found in liver tissue, nematic cell polarity, which is different from vectorial cell polarity in simple, sheet-like epithelia. We propose a conceptual and algorithmic framework to characterize complex patterns of polarity proteins on the surface of a cell in terms of a multipole expansion. To rigorously quantify previously observed tissue-level patterns of nematic cell polarity (Morales-Navarrete et al., eLife 2019), we introduce the concept of co-orientational order parameters, which generalize the known biaxial order parameters of the theory of liquid crystals. Applying these concepts to three-dimensional reconstructions of single cells from high-resolution imaging data of mouse liver tissue, we show that the axes of nematic cell polarity of hepatocytes exhibit local coordination and are aligned with the biaxially anisotropic sinusoidal network for blood transport. Our study characterizes liver tissue as a biological example of a biaxial liquid crystal. The general methodology developed here could be applied to other tissues and in-vitro organoids.
- Published
- 2020
- Full Text
- View/download PDF
3. A modular framework for multiscale, multicellular, spatiotemporal modeling of acute primary viral infection and immune response in epithelial tissues and its application to drug therapy timing and effectiveness.
- Author
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T J Sego, Josua O Aponte-Serrano, Juliano Ferrari Gianlupi, Samuel R Heaps, Kira Breithaupt, Lutz Brusch, Jessica Crawshaw, James M Osborne, Ellen M Quardokus, Richard K Plemper, and James A Glazier
- Subjects
Biology (General) ,QH301-705.5 - Abstract
Simulations of tissue-specific effects of primary acute viral infections like COVID-19 are essential for understanding disease outcomes and optimizing therapies. Such simulations need to support continuous updating in response to rapid advances in understanding of infection mechanisms, and parallel development of components by multiple groups. We present an open-source platform for multiscale spatiotemporal simulation of an epithelial tissue, viral infection, cellular immune response and tissue damage, specifically designed to be modular and extensible to support continuous updating and parallel development. The base simulation of a simplified patch of epithelial tissue and immune response exhibits distinct patterns of infection dynamics from widespread infection, to recurrence, to clearance. Slower viral internalization and faster immune-cell recruitment slow infection and promote containment. Because antiviral drugs can have side effects and show reduced clinical effectiveness when given later during infection, we studied the effects on progression of treatment potency and time-of-first treatment after infection. In simulations, even a low potency therapy with a drug which reduces the replication rate of viral RNA greatly decreases the total tissue damage and virus burden when given near the beginning of infection. Many combinations of dosage and treatment time lead to stochastic outcomes, with some simulation replicas showing clearance or control (treatment success), while others show rapid infection of all epithelial cells (treatment failure). Thus, while a high potency therapy usually is less effective when given later, treatments at late times are occasionally effective. We illustrate how to extend the platform to model specific virus types (e.g., hepatitis C) and add additional cellular mechanisms (tissue recovery and variable cell susceptibility to infection), using our software modules and publicly-available software repository.
- Published
- 2020
- Full Text
- View/download PDF
4. pSSAlib: The partial-propensity stochastic chemical network simulator.
- Author
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Oleksandr Ostrenko, Pietro Incardona, Rajesh Ramaswamy, Lutz Brusch, and Ivo F Sbalzarini
- Subjects
Biology (General) ,QH301-705.5 - Abstract
Chemical reaction networks are ubiquitous in biology, and their dynamics is fundamentally stochastic. Here, we present the software library pSSAlib, which provides a complete and concise implementation of the most efficient partial-propensity methods for simulating exact stochastic chemical kinetics. pSSAlib can import models encoded in Systems Biology Markup Language, supports time delays in chemical reactions, and stochastic spatiotemporal reaction-diffusion systems. It also provides tools for statistical analysis of simulation results and supports multiple output formats. It has previously been used for studies of biochemical reaction pathways and to benchmark other stochastic simulation methods. Here, we describe pSSAlib in detail and apply it to a new model of the endocytic pathway in eukaryotic cells, leading to the discovery of a stochastic counterpart of the cut-out switch motif underlying early-to-late endosome conversion. pSSAlib is provided as a stand-alone command-line tool and as a developer API. We also provide a plug-in for the SBMLToolbox. The open-source code and pre-packaged installers are freely available from http://mosaic.mpi-cbg.de.
- Published
- 2017
- Full Text
- View/download PDF
5. Correction: Quantification of nematic cell polarity in three-dimensional tissues
- Author
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Fabián Segovia-Miranda, Hernán Morales-Navarrete, Frank Jülicher, Marino Zerial, Yannis Kalaidzidis, Benjamin M. Friedrich, Walter de Back, Kirstin Meyer, André Scholich, Simon Syga, Lutz Brusch, and Hidenori Nonaka
- Subjects
Cellular and Molecular Neuroscience ,Materials science ,Computational Theory and Mathematics ,Ecology ,Liquid crystal ,QH301-705.5 ,Modeling and Simulation ,Cell polarity ,Genetics ,Biophysics ,Biology (General) ,Molecular Biology ,Ecology, Evolution, Behavior and Systematics - Abstract
[This corrects the article DOI: 10.1371/journal.pcbi.1008412.].
- Published
- 2021
6. Quantification of nematic cell polarity in three-dimensional tissues
- Author
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Fabián Segovia-Miranda, Simon Syga, Yannis Kalaidzidis, Hernán Morales-Navarrete, Walter de Back, Marino Zerial, Hidenori Nonaka, Kirstin Meyer, Lutz Brusch, Benjamin M. Friedrich, Frank Jülicher, and André Scholich
- Subjects
0301 basic medicine ,Surface (mathematics) ,Physiology ,Cell Membranes ,Mice ,0302 clinical medicine ,Mathematical and Statistical Techniques ,Liquid crystal ,Animal Cells ,Liver tissue ,Cell polarity ,Medicine and Health Sciences ,Bile ,Biology (General) ,Anisotropy ,Tissues and Organs (q-bio.TO) ,Materials ,Ecology ,Physics ,Cell Polarity ,Condensed Matter Physics ,Living matter ,Body Fluids ,Liquid Crystals ,Order (biology) ,Computational Theory and Mathematics ,Liver ,Biological Physics (physics.bio-ph) ,Modeling and Simulation ,Physical Sciences ,Cellular Types ,Anatomy ,Cellular Structures and Organelles ,Research Article ,Cell Physiology ,Polarity (physics) ,QH301-705.5 ,Materials Science ,Material Properties ,FOS: Physical sciences ,Condensed Matter - Soft Condensed Matter ,Research and Analysis Methods ,Crystals ,03 medical and health sciences ,Cellular and Molecular Neuroscience ,Sine Waves ,Genetics ,Animals ,Physics - Biological Physics ,Molecular Biology ,Cell Shape ,Ecology, Evolution, Behavior and Systematics ,Correction ,Biology and Life Sciences ,Kidneys ,Quantitative Biology - Tissues and Organs ,Cell Biology ,Renal System ,Models, Theoretical ,030104 developmental biology ,FOS: Biological sciences ,Biophysics ,Hepatocytes ,Soft Condensed Matter (cond-mat.soft) ,Multipole expansion ,Mathematical Functions ,030217 neurology & neurosurgery - Abstract
How epithelial cells coordinate their polarity to form functional tissues is an open question in cell biology. Here, we characterize a unique type of polarity found in liver tissue, nematic cell polarity, which is different from vectorial cell polarity in simple, sheet-like epithelia. We propose a conceptual and algorithmic framework to characterize complex patterns of polarity proteins on the surface of a cell in terms of a multipole expansion. To rigorously quantify previously observed tissue-level patterns of nematic cell polarity (Morales-Navarrete et al., eLife 2019), we introduce the concept of co-orientational order parameters, which generalize the known biaxial order parameters of the theory of liquid crystals. Applying these concepts to three-dimensional reconstructions of single cells from high-resolution imaging data of mouse liver tissue, we show that the axes of nematic cell polarity of hepatocytes exhibit local coordination and are aligned with the biaxially anisotropic sinusoidal network for blood transport. Our study characterizes liver tissue as a biological example of a biaxial liquid crystal. The general methodology developed here could be applied to other tissues and in-vitro organoids., Author summary Cell polarity enables cells to carry out specific functions. Cell polarity is characterized by the formation of different plasma membrane domains, each with specific composition of proteins, phospholipids and cytoskeletal components. In simple epithelial sheets, or tube-like tissues such as kidney, epithelial cells are known to display a single apical domain, facing a lumenal cavity, and a single basal domain on the opposite side of the cell, facing a basal layer of extracellular matrix. This apico-basal polarity defines a vector of cell polarity, which provides a direction of fluid transport, e.g., from the basal side of the sheet to the lumen-facing side. In more complex, three-dimensional epithelial tissues, such as liver tissue with its complex network of blood-transporting sinusoids, the membrane domains of hepatocyte cells display more intricate patterns, including rings and antipodal pairs of apical membrane. Here, we develop a mathematical framework to precisely characterize and quantify complex polarity patterns. Thereby, we reveal ordered patterns of cell polarity that span across a liver lobule. Our new method builds on physical concepts originally developed for ordered phases of liquid crystals. It provides a versatile tool to characterize the spatial organization of a complex three-dimensional tissue.
- Published
- 2020
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