This week in MathOnco 191
Vasculogenesis, spatial distribution models, precision dosing, collateral sensitivity, 2021 in review, and more.
“This week in Mathematical Oncology” — Jan. 6, 2022
>
mathematical-oncology.org
From the editor:
Happy New Year! The Mathematical Oncology team is expanding. Please welcome
Saskia Haupt
(Heidelberg University), who will be helping us keep the
mathematical-oncology.org
website up-to-date. Thanks for volunteering Saskia!
Jeffrey West
jeffrey.west@moffitt.org
PS, don’t miss David Basanta’s
“Year in Review” blog post
, providing a summary all the exciting posts from 2021.
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Together, we continue to build up the field of mathematical oncology!
A novel nonlocal partial differential equation model of endothelial progenitor cell cluster formation during the early stages of vasculogenesis
Chiara Villa, Alf Gerisch, Mark A. J. ChaplainExtinction of Bistable Populations is Affected by the Shape of their Initial Spatial Distribution
Yifei Li, Stuart T. Johnston, Pascal R. Buenzli, Peter van Heijster, Matthew J. SimpsonDigital Evolution for Ecology Research: A Review
Emily Dolson, Charles OfriaA continued learning approach for model-informed precision dosing: updating models in clinical practice
Corinna Maier, Jana de Wiljes, Niklas Hartung, Charlotte Kloft, Wilhelm HuisingaA phenotype-structured model to reproduce the avascular growth of a tumor and its interaction with the surrounding environment
Giada Fiandaca, Sara Bernardi, Marco Scianna, Marcello Edoardo DelitalaCombination of antiangiogenic treatment with chemotherapy as a multi-input optimal control problem
Urszula Ledzewicz, Heinz SchättlerDynamic Phenotypic Switching and Group Behavior Help Non-Small Cell Lung Cancer Cells Evade Chemotherapy
Arin Nam, Atish Mohanty, Supriyo Bhattacharya, Sourabh Kotnala, …, Herbert Levine, Mohit Kumar Jolly, Prakash Kulkarni, Ravi SalgiaData-Driven Discovery of Mathematical and Physical Relations in Oncology Data Using Human-Understandable Machine Learning
Daria Kurz, Carlos Salort Sánchez, Cristian Axenie
Bridging scales in a multiscale pattern-forming system
Laeschkir Würthner, Fridtjof Brauns, Grzegorz Pawlik, Jacob Halatek, Jacob Kerssemakers, Cees Dekker, Erwin FreyInterpreting dN/dS under different selective regimes in cancer evolution
Andrés Pérez-Figueroa, David PosadaDynamic collateral sensitivity profiles highlight challenges and opportunities for optimizing antibiotic sequences
Jeff Maltas, Kevin B WoodMathematical modelling, selection and hierarchical inference to determine the minimal dose in IFNα therapy against Myeloproliferative Neoplasms
Gurvan Hermange, William Vainchenker, Isabelle Plo, Paul-Henry Cournède
Biological Modeling
Phillip Compeau: A free course in modeling biological systems at multiple scales
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Caption: We developed a novel nonlocal partial differential equation model of the early stages of cluster-based vasculogenesis in order to disentangle the mechanisms responsible for the formation and size of the endothelial progenitor cell (EPC) clusters characterising this neovascularisation process with big therapeutic potential (e.g. in tumours and ischemia). In this figure we show snapshots of numerical simulations suggesting that increasing matrix degradation (top-to-bottom), likely linked with hypoxia, might speed up cluster formation (EPC density plot, time increasing left-to-right; figures have been digitally enhanced) without affecting cluster size. For more detail, read here.
Created by: Chiara Villa
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