Math for Science at MPI-CBG
@math-mpicbg.bsky.social
190 followers 81 following 100 posts
Mathematicians developing mathematics and methods to look at living systems differently. Colocated at ‬@mpi-cbg.de and @csbdresden.bsky.social‬ in Dresden, Germany.
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math-mpicbg.bsky.social
Lior Pachter @lpachter.bsky.social from CalTech visited us this week - a real interdisciplinarian, spanning fields from algebraic statistics & geometry to computational biology. Here he is highlighting the confounding of biological signal & technical noise in single cell genomics data. @mpi-cbg.de
Reposted by Math for Science at MPI-CBG
georgysch.bsky.social
New preprint: We study Lotka-Volterra ecological dynamics through computational algebraic geometry. By encoding feasibility & stability on the real Grassmannian, we prove certain ecological networks are mathematically impossible 🧮🌿 arxiv.org/abs/2509.00165
math-mpicbg.bsky.social
Also from
Oxford and the @haharrington.bsky.social ASB group is Rob McDonald. He models spatial data in many contexts - think tumours, Covid, and climate change. Wonderful to have you here too Rob!
math-mpicbg.bsky.social
The wonderful Gill Grindstaff has been with us this week from Oxford, working on a couple of phylogenetic protects with @haharrington.bsky.social and Rene Hoekzema. Welcome Gill!
Reposted by Math for Science at MPI-CBG
georgysch.bsky.social
New pre-print: Probabilistic algorithm for computing all local minimizers of Morse functions on a compact domain - Archive ouverte HAL

📄 Preprint: hal.science/hal-05160251v1

💻 Julia: github.com/gescholt/Glo...

#Optimization #JuliaLang #ScientificComputing #ComputerAlgebra
math-mpicbg.bsky.social
Silviana Amethyst from our ASB group is teaching the Computational Algebraic Geometry course at the Gene Golub #SIAM summer school in Montréal (August 4-15th: www.siam.org/programs-ini...). Topics: foundations of, software of, & advances & open problems in computational algebraic geometry 😊. Enjoy!
Reposted by Math for Science at MPI-CBG
math-mpicbg.bsky.social
Claudia Fevola from INRIA Saclay is with us this week, visiting Türkü Özlüm Çelik - they are working on algebraic curves and the solution to the Kadomtsev-Petviashvili equation used in modelling the motion of water waves. Welcome Claudia!
math-mpicbg.bsky.social
Thanks to @aidadoesmath.bsky.social and Max Wiesmann for organising this Dresden-Leipzig meetup! And for the MTO at @mpi-cbg.de for this beautiful picture of all the attendees.
math-mpicbg.bsky.social
A great short chalk talk on game theory from Irem Portakal from MPI-MiS.
math-mpicbg.bsky.social
A couple of beautiful short talks from PhD students Elke Neuhaus from MPI-MiS on quantum chemistry, and Leon Renkin @leon-renkin.bsky.social from MPI-CBG on persistent homology in organoids.
math-mpicbg.bsky.social
We had a couple of short talks over lunch, including one from Niharika Chakrabarty Paul from MPI-MiS, about computing phylogenetic invariants for time-reversible models, from a paper (arxiv.org/abs/2505.20526) that started at the Women in Algebraic Statistics workshop in Oxford last year :)
math-mpicbg.bsky.social
Eric Pichon-Pharabod from the Numerical Algebraic Geometry group at MPI-MiS is now talking on algebraic curves.
math-mpicbg.bsky.social
sometimes we’re using metaphorical chalk
math-mpicbg.bsky.social
And now Ben Hollering - a Humboldt postdoc from TU Munich and long term guest of MPI-MiS in Leipzig - is telling us about graphical continuous Lyapunov models
math-mpicbg.bsky.social
Next up was Carl Modes, leader of the Network Complexity and Systems Biophysics group here at @mpi-cbg.de and @csbdresden.bsky.social, talking about the theoretical underpinnings of morphogenesis: topology and geometry meeting biology.
math-mpicbg.bsky.social
Awesome new paper in @nature.com from PhD student Benjamin Yang @benjaminojr.bsky.social from the Algebraic Systems Biology Group!
Reposted by Math for Science at MPI-CBG
davidbeersmath.bsky.social
I posted about this paper this a while ago on another website, but figured I'd post it here now that I have a few followers. (Joint with @haharrington.bsky.social, Jacob Leygonie, @uzulim.bsky.social, and Louis Theran).

arxiv.org/abs/2411.08201

1/10
Reposted by Math for Science at MPI-CBG
campaslab.bsky.social
We did it! 🎉 🍾🥂

Our Excellence Cluster Physics of Life (PoL) got renewed until 2032! I am so proud of our team and all the great work we did to achieve this.
math-mpicbg.bsky.social
👏🥳 'Funding the Cluster of Excellence Physics of Life for its next phase represents an outstanding opportunity to bring cutting-edge research at PoL to a new level. PoL will use its unique perspective to understand key features of living systems, including the emergence of function and robustness.'
tudresden.bsky.social
Outstanding success: 🎉 #TUDresden shines with 5 Clusters of Excellence. @dfg.de & @wissenschaftsrat.de announced that decision today. TUD has impressively proven its claim to be a top university for the 21st century.
ℹ️ tu-dresden.de/tu-dresden/n...
Picture of the PIs of TUD's Clusters of Excellence and Cluster of Excellence Initiatives beeing happy. Picture of TUD's Rector Prof. Ursula Staudinger during the announcement of the funding decision of the DFG. Picture of cheering guests in the ballroom of the Rectorate Building. Picture of TUD's Rector Prof. Ursula Staudinger and cheering guests in the ballroom of the Rectorate Building.
math-mpicbg.bsky.social
And it was shown that cell localisation patterns occurring at multiple spatial scales are relevant for disease progression.
math-mpicbg.bsky.social
Vectorisation weightings for persistence diagrams were shown to be a computationally efficient alternative to multiparameter persistent homology. The methodology was validated on two annotated, multiplexed tissue datasets—lupus murine spleen and COVID-19-affected human lungs.
math-mpicbg.bsky.social
Perez et al introduce a novel visualisation method—persistence weighted death simplices (PWDS)—which maps topological features detected by persistent homology back to their locations in the original tissue data, enhancing interpretability