Models
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CellDesigner2
COVID-191
dynamics1
GPML1
Innate immunity and proinflammatory response1
PAMPs1
Protein degradation1
SARS-CoV-21
spread in population1
Ubiquitination1
wikipathways1
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Project
COVID-19 Disease Map24
PoLiMeR - Polymers in the Liver: Metabolism and Regulation3
Multi-Scale Models for Personalized Liver Function Tests (LiSyM-MM-PLF)1
Service to Milano-Bicocca with respect to their ATP-ROS model (Active NOW)1
Service to LCSB (Luxembourg) with respect to ROS management in Parkinson’s disease and cancer model (Active NOW)1
ROS detailed model for MSB manucript1
Steroid biosynthesis1
Mechanism based modeling viral disease ( COVID-19 ) dynamics in human population1
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Programme
Disease Maps24
Model repository for M4 (Make Me My Model) clients of ISBE3
SARCHI: Mechanistic modelling of health and epidemiology1
LiSyM - Systems Medicine of the Liver1
Creator
Anna Niarakis4
Alexey Kolodkin3
Barbara Bakker3
Terry G.J. Derks3
Christoff Odendaal3
Julia Somers3
Emmalie Jager3
Hans V. Westerhoff2
Francesco Messina2
Vidisha Singh2
Sara Sadat AGHAMIRI2
Corinna Montrone2
Gisela Fobo2
Gökçe Yağmur Summak2
Ebru Kocakaya2
Jacky Snoep1
Matthias König1
Alexander Mazein1
Chris Evelo1
Jan Hasenauer1
Raju Prasad Sharma1
Marcio Acencio1
Matti van Welzen1
Alexander Pico1
Marc Gillespie1
Noriko Hiroi1
Rex D A B1
Inna Kuperstein1
Akira Funahashi1
Alina Renz1
Andreas Dräger1
Cristobal Monraz1
Daniela Börnigen1
Emek Demir1
Liam Fergusson1
Luana Licata1
Robin Haw1
Takahiro G. Yamada1
Tom Freeman1
Yusuke Hiki1
Zsolt Bocskei1
Franck Augé1
Enrico Glaab1
Julia Scheel1
Peter D'Eustachio1
Andreas Ruepp1
Barbara Brauner1
Goar Frischmann1
Leonard Schmiester1
Vanessa Nakonecnij1
Marius Rameil1
Marta Conti1
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Organism
Homo sapiens32
Modelling analysis type
Model Analysis Type7
32
Models visible to you, out of a total of 49
No description specified
Creator: Alexey Kolodkin
Submitter: Alexey Kolodkin
Model type: Ordinary differential equations (ODE)
Model format: Copasi
Environment: JWS Online
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No description specified
Creator: Matthias König
Submitter: Matthias König
Model type: Ordinary differential equations (ODE)
Model format: SBML
Environment: Not specified
