Wolfram Liebermeister


Version anglaise      


Wolfram Liebermeister est chercheur en biologie des systèmes au sein de l'équipe BioSys de l'unité MaIAGE. Il a étudié la physique et détient un doctorat en biophysique théorique. Il est co-auteur d'un ouvrage sur la biologie des systèmes. Au cœur de ses travaux, il souligne les aspects fonctionnels du métabolisme comme la variabilité, le contrôle et l'optimalité. Les projets plus récents portent sur la prédiction des investissements cellulaires en protéines.

Axes de recherche
  1. Méthodes de calcul pour la biologie des systèmes
  2. Modèles métaboliques
  3. Propagation d'information dans la cellule
  4. Analyse du bilan des ressources (RBA)
  5. Principes économiques dans le métabolisme dellulaire
Activités
  1. Ouvrage en accès libre « Economic Principles in Cell Biology »
  2. Écoles d'été « Economic Principles in Cell Biology »
  3. « Forum Economic Principles in Cell Physiology »
  4. Membre du conseil de gestion « PCI Mathematical and Computational Biology »

Coordonnées

Institut National de Recherche pour l’Agriculture, l’Alimentation et l’Environnement (INRAE)
Unité MaIAGE, Domaine de Vilvert, Bâtiment 210, 78350 Jouy en Josas

wolfram.liebermeister at inrae.fr


Publications

Publications et révisions d'articles

  1. Publications sur Google Scholar | ResearchGate | HAL INRAE
  2. Publications et révisions d'articles sur Web of Science
  3. ORCiD 0000-0002-2568-2381

Preprints

  1. Growth Mechanics and the emergence of metabolic oscillations in growing cells
    Dourado H., Kuate C.A.F., Liebermeister W., Lercher M.J. (2025) bioRxiv 2025.06.24.661369
  2. Fibration symmetry uncovers minimal regulatory networks for logical computation in bacteria
    Álvarez-García L.A., Liebermeister W., Leifer I., Makse H.A. (2025)
    PLoS Computational Biology, 21(4): e1013005. doi: 10.1371/journal.pcbi.1013005 [html]
  3. ObjTables: structured spreadsheets that promote data quality, reuse, and integration
    Karr J.R., Liebermeister W., Goldberg A.P., Sekar J.A.P., Shaikh B. (2020) arXiv:2005.05227
  4. Optimal metabolic states in cells
    Liebermeister W. (2018/2022) bioRxiv doi:10.1101/483867
  5. The value structure of metabolic states
    Liebermeister W. (2018/2022) bioRxiv doi:10.1101/483891
  6. Flux cost functions and optimal metabolic states
    Liebermeister W. (2018/2022) arXiv:1801.05742
  7. Optimal enzyme rhythms in cells
    Liebermeister W. (2016/2022), arXiv:1602.05167
  8. Enzyme economy and metabolic control
    Liebermeister W. (2014/2022), arXiv:1404.5252
  9. Metabolic fluxes and value production
    Liebermeister W. (2014/2022), arXiv:1404.5072

Articles de journaux

  1. A compact model of Escherichia coli core and biosynthetic metabolism
    Corrao M., He H., Liebermeister W., Noor E., Bar-Even A. (2025)
    PLoS Comp Biol 21 (10): e1013564, doi:10.1371/journal.pcbi.1013564 [html]
    Recommendation in PCI Mathematical and Computational Biology
  2. Optimal enzyme profiles in unbranched metabolic pathways
    Noor E. and Liebermeister W. (2024)
    Interface Focus 14 (1), Special Issue "50 Years of metabolic control analysis" [html]
  3. A neural-mechanistic hybrid approach improving the predictive power of genome-scale metabolic models
    Faure L., Mollet B., Liebermeister W., Faulon J.-L. (2023)
    Nature Communications 14, 4669 [html]
  4. Mathematical properties of optimal fluxes in cellular reaction networks at balanced growth
    Dourado H., Liebermeister W., Ebenhöh O., Lercher M.J. (2023)
    PLoS Computational Biology, doi 10.1371/journal.pcbi.1011156
  5. RBAtools: a programming interface for Resource Balance Analysis models
    Bodeit O., Ben Samir I., Karr J.R., Goelzer A., Liebermeister W. (2023)
    Bioinformatics Advances, vbad056
  6. Structural thermokinetic modelling
    Liebermeister W. (2022)
    Metabolites 12(5), 434. [html]
  7. BioSimulators: a central registry of simulation engines and services for recommending specific tools
    Shaikh B., Smith L.P., Vasilescu D., Marupilla G., et al. (2022)
    Nucleic Acids Research, gkac331. [html]
  8. Model Balancing: a search for in-vivo kinetic constants and consistent metabolic states
    Liebermeister W. and Noor E. (2021)
    Metabolites 11(11), 749. [html]
  9. SBML Level 3: an extensible format for the exchange and reuse of biological models
    Keating S.M. et al. (2020)
    Molecular Systems Biology (2020)16:e9110. [html]
  10. Clb3-centered regulations are recurrent across distinct parameter regions in minimal autonomous cell cycle oscillator designs
    Mondeel T.D.G.A., Ivanov O., Westerhoff H.V., Liebermeister W., Barberis M. (2020)
    npj Systems Biology and Applications 6, Article number: 8. [html]
  11. Automated generation of bacterial resource allocation models
    Bulović A., Fischer S., Dinh M., Golib F., Liebermeister W., Poirier C., Tournier L., Klipp E., Fromion V., Goelzer A. (2019),
    Metabolic Engineering 55 (2019) 12–22. [html]
  12. Parameter balancing: consistent parameter sets for kinetic metabolic models
    Lubitz T. and Liebermeister W. (2019),
    Bioinformatics 35 (19) 3857. [html]
  13. Metabolite–enzyme coevolution: from single enzymes to metabolic pathways and networks
    Noda-Garcia L., Liebermeister W., and Tawfik D.S. (2018),
    Annual Review of Biochemistry (87): 187-216. [html]
  14. Metabolic enzyme cost explains variable trade-offs between microbial growth rate and yield
    Wortel M.T., Noor E., Ferris M., Bruggeman F.J., Liebermeister W. (2018),
    PLoS Computational Biology 14(2): e1006010. [html] [preprint on bioRxiv]
  15. The protein cost of metabolic fluxes: prediction from enzymatic rate laws and cost minimization
    Noor E., Flamholz A., Bar-Even A., Davidi D., Milo R., Liebermeister W. (2016),
    PLoS Computational Biology 12 (10): e1005167. [html] [convexity proof on arXiv]
  16. Notions of similarity for systems biology models
    Henkel R., Hoehndorf R., Kacprowski T., Knüpfer C., Liebermeister W., Waltemath D. (2016),
    Briefings in Bioinformatics, doi 10.1093/bib/bbw090. [html] [preprint on bioRxiv]
  17. Toward community standards and software for whole-cell modeling
    Waltemath D. , Karr J. , Bergmann F. , Chelliah V. , Hucka M. , Krantz M., Liebermeister W., Mendes P., Myers C., Pir P., Alaybeyoglu B., Aranganathan N., Baghalian K., Bittig A., Burke P., Cantarelli M., Chew Y., Costa R., Cursons J., Czauderna T., Goldberg A., Gomez H., Hahn J., Hameri T., Gardiol D., Kazakiewicz D., Kiselev I., Knight-Schrijver V., Knüpfer C., König M., Lee D., Lloret-Villas A., Mandrik N., Medley J., Moreau B., Naderi-Meshkin H., Palaniappan S., Priego-Espinosa D., Scharm M., Sharma M., Smallbone K., Stanford N., Song J. H., Theile T., Tokic M., Tomar N., Toure V., Uhlendorf J., Varusai T., Watanabe L., Wendland F., Wolfien M., Yurkovich J., Zhu Y., Zardilis A., Zhukova A., Schreiber F. (2016)
    IEEE Transactions on Biomedical Engineering 63 (10). [html]
  18. SBtab: A flexible table format for data exchange in systems biology
    Lubitz T., Hahn J., Bergmann F.T., Noor E., Klipp E., Liebermeister W. (2016)
    Bioinformatics 32 (16) 2559–2561. [html]
  19. Global characterization of in vivo enzyme catalytic rates and their correspondence to in vitro kcat measurements
    Davidi D., Noor E., Liebermeister W., Bar-Even A., Flamholz A., Tummler K., Barenholz U., Goldenfeld M., Shlomi T., Milo R. (2016)
    PNAS 113 (12) 3401-3406. [html]
  20. Visual account of protein investment in cellular functions
    Liebermeister W., Noor E., Flamholz A., Davidi D., Bernhardt J., Milo R. (2014)
    PNAS 111 (23), 8488-8493. [html]
  21. Pathway thermodynamics highlights kinetic obstacles in central metabolism
    Noor E., Bar-Even A., Flamholz A., Reznik E., Liebermeister W., Milo R. (2014)
    PLoS Computational Biology 10 (2) e1003483. [html] [pdf]
  22. Systematic construction of kinetic models from genome-scale metabolic networks
    Stanford N.J., Lubitz T., Smallbone K., Klipp E., Mendes P., Liebermeister W. (2013)
    PLoS ONE 8(11): E79195. [html]
  23. Steady-state metabolite concentrations reflect a balance between maximizing enzyme efficiency and minimizing total metabolite load
    Tepper N., Noor E., Amador-Noguez D., Haraldsdóttir H.S., Milo R., Rabinowitz J., Liebermeister W., Shlomi T. (2013)
    PLoS ONE 8(9): e75370. [html] [pdf]
  24. A note on the kinetics of enzyme action: a decomposition that highlights thermodynamic effects
    Noor E., Flamholz A., Liebermeister W., Bar-Even A., Milo R. (2013)
    FEBS Letters 587(17): 2772-2777 [Abstract]
  25. Glycolytic strategy as a tradeoff between energy yield and protein cost
    Flamholz A., Noor E., Bar-Even A., Liebermeister W., Milo R. (2013)
    PNAS 110(24): 10039-10044. [Abstract] [pdf]
  26. Spanning high-dimensional expression space using ribosome-binding site combinatorics
    Zelcbuch L., Antonovsky N., Bar-Even A., Levin-Karp A., Barenholz U., Dayagi M., Liebermeister W., Flamholz A., Noor E., Amram S., Brandis A., Bareia T., Yofe I., Jubran H., Milo R. (2013)
    Nucleic Acids Res. 41(9):e98. [html]
  27. Shapes and deformations of polyhedral rings formed by corpuscle elements
    Wohlleben E. and Liebermeister W. (2012)
    Journal for Geometry and Graphics 16 (1), 59-67. [Preprint pdf]
  28. Global network reorganization during dynamic adaptations of Bacillus subtilis metabolism
    Buescher J.M., Liebermeister W. , Jules M., Uhr M., Muntel J., Botella E. , Hessling B. , Kleijn R.J., Le Chat L., Lecointe F., Mäder U., Nicolas P., Piersma S., Rügheimer F., Becher D., Bessieres P., Bidnenko E., Denham E.L., Dervyn E., Devine K.M., Doherty G., Drulhe S., Felicori L., Fogg M.J., Goelzer A., Hansen A., Harwood C.R., Hecker M., Hubner S., Hultschig C., Jarmer H., Klipp E., Leduc A., Lewis P., Molina F., Noirot P., Peres S. , Pigeonneau N., Pohl S., Rasmussen S., Rinn B., Schaffer M., Schnidder J., Schwikowski B., van Dijl J.M., Veiga P., Walsh S., Wilkinson A.J., Stelling J., Aymerich S., Sauer U. (2012)
    Science 335 (6072), 1099-1103. [Abstract]
  29. Condition-dependent transcriptome reveals high-level regulatory architecture in Bacillus subtilis
    Nicolas P., Mäder U., Dervyn E., Rochat T., Leduc A., Pigeonneau N., Bidnenko E., Marchadier E., Hoebeke M., Aymerich S., Becher D., Bisicchia P., Botella E., Delumeau O., Doherty G., Denham E.L., Fogg M.J., Fromion V., Goelzer A., Hansen A., Härtig E., Harwood C.R., Homuth G., Jarmer H., Jules M., Klipp E., Le Chat L., Lecointe F., Lewis P., Liebermeister W., March A., Mars R.A.T., Nannapaneni P., Noone D., Pohl S., Rinn B., Rügheimer F., Sappa P.K., Samson F., Schaffer M., Schwikowski B., Steil L., Stülke J., Wiegert T., Devine K.M., Wilkinson A.J., van Dijl J.M., Hecker M., Völker U., Bessieres P., Noirot P. (2012)
    Science 335 (6072), 1103-1106. [Abstract]
  30. Propagating semantic information in biochemical network models
    Schulz M., Klipp E., Liebermeister W. (2012)
    BMC Bioinformatics 13:18. [Article]
  31. Retrieval, alignment, and clustering of computational models based on semantic annotations
    Schulz M., Krause F., Le Novère N., Klipp E., Liebermeister W.(2011)
    Molecular Systems Biology 7, Article number: 512. [pdf]
  32. The moderately efficient enzyme: evolutionary and physicochemical trends shaping enzyme parameters
    Bar-Even A., Noor E., Savir Y., Liebermeister W., Davidi D., Tawfik DS., Milo R. (2011)
    Biochemistry 50 (21): 4402-4410. [Abstract]
  33. Parameter balancing in kinetic models of cell metabolism
    Lubitz T., Schulz M., Klipp E., Liebermeister W. (2010)
    Journal of Physical Chemistry B 114(49):16298-16303. [Abstract] [html] [pdf]
  34. Integrating quantitative proteomics and metabolomics with a genome-scale metabolic model
    Yizhak K., Benyamini T., Liebermeister W., Ruppin E., Shlomi T. (2010)
    ISMB 2010. Bioinformatics 26 (12) Pp. i255-i260. [html] [pdf]
  35. Modular rate laws for enzymatic reactions: thermodynamics, elasticities, and implementation
    Liebermeister W., Uhlendorf J., Klipp E. (2010)
    Bioinformatics 26(12):1528-1534. [Abstract] [pdf]
  36. A quantitative study of the Hog1 MAPK response to fluctuating osmotic stress in Saccharomyces cerevisiae
    Zhi Z., Liebermeister W., Klipp E. (2010)
    PLoS One 5 (3), e9522. [html] [pdf]
  37. Annotation and merging of SBML models with semanticSBML
    Krause F, Uhlendorf J., Lubitz T., Schulz M., Klipp E., Liebermeister W. (2010)
    Bioinformatics 26 (3), 421-422. [html] [pdf] [semanticSBML website]
  38. A consensus yeast metabolic network reconstruction obtained from a community approach to systems biology
    Herrgard M. J., Swainston N., Dobson P., Dunn W. B., Arga K. Y., Arvas M., Blüthgen N., Borger S., Costenoble R., Heinemann M., Hucka M., Le Novere N., Li P., Liebermeister W., Mo M. L., Oliveira A. P., Petranovic D., Pettifer S., Simeonidis E., Smallbone K., Spasie I., Weichart D., Brent R., Broomhead D. S., Westerhoff H. V., Kürdar B., Penttilä M., Klipp E., Palsson B. O., Sauer U., Oliver S. G., Mendes P., Nielsen J., Kell D. B. (2008)
    Nature Biotechnology 26, 1155-1160. [html] [pdf]
  39. Systems biology standards - the community speaks
    Klipp E., Liebermeister W., Helbig A., Kowald A., Schaber J. (2007)
    Nature Biotechnology 25, 390 - 391. [html] [pdf] [supplement]
  40. Bringing metabolic networks to life: integration of kinetic, metabolic, and proteomic data
    Liebermeister W. and Klipp E. (2006)
    Theoretical Biology and Medical Modelling 3:42. [html] [pdf]
  41. Bringing metabolic networks to life: convenience rate law and thermodynamic constraints
    Liebermeister W. and Klipp E. (2006)
    Theoretical Biology and Medical Modelling 3:41. [html] [pdf] [correction]
  42. Mathematical modeling of intracellular signaling pathways
    Klipp E. and Liebermeister W. (2006)
    BMC Neuroscience 2006, 7 (Suppl 1):S10. [html] - [pdf]
  43. A comprehensive library of fluorescent transcriptional reporters for Escherichia Coli
    Zaslaver A., Bren A., Ronen M., Itzkovitz S., Kikoin I., Shavit S., Liebermeister W., Surette M. G., Alon U., (2006)
    Nature Methods 3, 623 - 628. [html] - [pdf]
  44. Predicting physiological concentrations of metabolites from their molecular structure
    Liebermeister W. (2005)
    Journal of Computational Biology 12 (10), 1307-1315. [Abstract] - [pdf]
  45. Biochemical networks with uncertain parameters
    Liebermeister W., Klipp E. (2005)
    IEE Proceedings - Systems Biology 152 (3) 97-107. [Abstract] - [pdf]
  46. Biochemical network models simplified by balanced truncation
    Liebermeister W., Baur U., Klipp E. (2005)
    FEBS Journal, 272 (16) 4034 - 4043. FEBS Journal, 272 (16) 4034 - 4043. [pdf]
  47. Response to temporal parameter fluctuations in biochemical networks
    Liebermeister W. (2005)
    Journal of Theoretical Biology 234 (3), 423-438. [html] - [pdf]
  48. A theory of optimal differential gene expression
    Liebermeister W., Klipp E., Schuster S., Heinrich R. (2004)
    BioSystems 76, 261-278. [html] - [pdf]
  49. Does mapping reveal correlation between gene expression and protein-protein interaction?
    Mrowka R., Liebermeister W., Holste D. (2003)
    Nature Genetics 33 (1), 15-16. [html] - [pdf]
  50. Linear modes of gene expression determined by independent component analysis
    Liebermeister W. (2002)
    Bioinformatics 18, 51-60. [Abstract] - [pdf] - [supplement]
  51. Ratcheting in post-translational protein translocation: a mathematical model
    Liebermeister W., Rapoport T. A., Heinrich R. (2001)
    Journal of Molecular Biology 305, 643-656. [html] - [Abstract] - [pdf]

Commentaires

  1. How mammals adapt their breath to body activity – and how this depends on body size.
    Recommendation for PCI Math Comp Biol (2021), doi.org/10.24072/pci.mcb.100005

Articles de conférence

  1. Balancing metabolic homeostasis and enzyme cost with multi-objective evolutionary algorithms
    Lequertier A., Liebermeister W., and Tonda A. (2025)
    GECCO '25 Companion: Proceedings of the Genetic and Evolutionary Computation Conference Companion Pages 855 - 858 [html]

    La version originale plus longue, revisée, a été publiée sur [zenodo] sous le titre "Engineering metabolic regulation for random environments: best compromises between enzyme cost and homeostasis" (doi: 10.5281/zenodo.17726115).
  2. Inferring reaction elasticities from metabolic correlations in cells through multi-objective evolutionary optimization
    Lequertier A., Liebermeister W., and Tonda A. (2025)
    Applications of Evolutionary Computation (EvoApplications 2025) pp 323–337, 10.1007/978-3-031-90062-4_20
    Conference: EvoStar 2025, Trieste, April 2025 [html] [pdf]
  3. Deciphering the design principles of dynamic cell cycle control
    Barberis M., Mondeel T.D.G.A., Linke C., Supady A., Chasapi A., Liebermeister W., Loog M., Xenarios I., and Kitano H. (2015)
    Yeast 32 (S1), S1-S292
    27th International Conference on Yeast Genetics and Molecular Biology [html]
  4. Periodic corpuscle structures and the spaces in between
    Wohlleben E. and Liebermeister W. (2012) 15th International Conference on Geometry and Graphics [pdf]
  5. semanticsSBML 2.0 - A Collection of Online Services for SBML Models
    Krause F., Schulz M., Lubitz T., Liebermeister W. (2010) Workshop on Semantic Web Applications and Tools for Life Sciences
  6. Tension and deformations in elastic polyhedral rings made of corpuscle elements
    Wohlleben E. and Liebermeister W. (2010) 14th International Conference on Geometry and Graphics
    [pdf]
  7. Nested uncertainty in biochemical models
    Schaber J., Liebermeister W., Klipp E. (2009)
    IET Systems Biology 3 (1), 1-9. [pdf]
  8. Exploring the effect of variable enzyme concentrations in a kinetic model of yeast glycolysis
    Bruck J., Liebermeister W., Klipp E. (2008)
    Genome Informatics Series 20. [pdf]
  9. Merging of systems biology models with semanticSBML
    Liebermeister W., Krause F., Klipp E. (2008)
    5th Workshop on Computation of Biochemical Pathways and Genetic Networks. [pdf]
  10. The corpuscle - a simple building block for polyhedra networks
    Wohlleben E. and Liebermeister W. (2008)
    13th International Conference on Geometry and Graphics. [pdf]
  11. Validity and combination of biochemical models
    Liebermeister W. (2008)
    Proceedings of 3rd International ESCEC Workshop on Experimental Standard Conditions on Enzyme Characterizations. [proceedings] [pdf]
  12. Automatically generated model of a metabolic network
    Borger S., Liebermeister W., Uhlendorf J., Klipp E. (2007)
    Genome Informatics Series 18 (1), 215-224. [pdf]
  13. Integration of enzyme kinetic data from various sources
    Borger S., Uhlendorf J., Helbig A., Liebermeister W. (2007)
    In Silico Biology 7 S1, 09. [html] [pdf]
  14. Structural analysis of expressed metabolic subnetworks
    Ebenhöh O. and Liebermeister W. (2006)
    Genome Informatics Series 17 (1). [Abstract] - [pdf]
  15. Prediction of enzyme kinetic parameters based on statistical learning
    Borger S., Liebermeister W., Klipp E. (2006)
    Genome Informatics Series 17 (1). [Abstract] - [pdf]
  16. SBMLmerge, a system for combining biochemical network models
    Schulz M., Uhlendorf J., Klipp E., Liebermeister W. (2006)
    Genome Informatics Series 17 (1). [pdf]
  17. Dimension reduction by balanced truncation applied to a model of glycolysis
    Liebermeister W. (2005)
    Proceedings of the 4th workshop on computation of biochemical pathways and genetic networks
    Logos-Verlag, Berlin, 21-28. [pdf]
  18. Distribution of a bifurcation parameter in a genetic network with uncertain parameters
    Borger S., Liebermeister W., Klipp E. (2005)
    Proceedings of the 4th workshop on computation of biochemical pathways and genetic networks
    Logos-Verlag, Berlin, 95-101. [pdf]
  19. Inferring dynamic properties of biochemical reaction networks from structural knowledge
    Klipp E., Liebermeister W., Wierling C. (2004)
    Genome Informatics Series 15 (1), 125-137. [pdf]
  20. Independent component analysis of gene expression data
    Liebermeister W. (2001)
    Proceedings of the 2nd workshop on computation of biochemical pathways and genetic networks
    Logos-Verlag, Berlin, 39-44.
  21. Mathematical modelling of posttranslational protein translocation
    Heinrich R., Liebermeister W., Rapoport T.A. (2000)
    9th International BioThermoKinetics Meeting (BTK 2000), 237-241.
  22. Mutual information analysis of surrogate gene expression data
    Holste D., Beule D., Liebermeister W., Schuchhardt J., Herzel H. (1999)
    German Conference on Bioinformatics, 201-204.
  23. Atomic positions in icosahedral quasicrystals
    Kramer P., Papadopolos Z., Liebermeister W. (1998)
    Proceedings of the 6th International Conference on Quasicrystals, Yamada Conference XLVII, World Scientific, Singapore, 71-76.
  24. Atomic positions for the icosahedral F-Phase tiling
    Papadopolos Z., Kramer P., Liebermeister W. (1998)
    Proceedings of the International Conference on Aperiodic Crystals, Aperiodic 1997, World Scientific, Singapore, 173-81.

Documents sur les standards et formats de modèles

  1. SBtab - Conventions for structured data tables in Systems Biology
    Liebermeister W., Lubitz T., and Hahn J. (2015), arXiv:1502.01463
  2. SBML Level 3 package: Hierarchical Model Composition, Version 1 Release 3
    Smith L.P., Hucka M., Hoops S., Finney A., Ginkel M., Myers C.J., Moraru I., Liebermeister W. (2015)
    Journal of Integrative Bioinformatics, 12(2):268 [html]
  3. SBML Level 3 Package Proposal: Annotation
    Waltemath D., Swainston N., Lister AL., Bergmann F., Henkel R., Hoops S., Hucka M., Juty N., Keating S., Knüpfer C., Krause F., Laibe C., Liebermeister W., Lloyd C., Misirli G., Schulz M., Taschuk M., Le Novere N. (2011), Nature Precedings [html]
  4. A simple clustering of the BioModels database using semanticSBML
    Krause F., Liebermeister W. (2009)
    BioModels Meeting 2009, March 2009, Nature Precedings [html]
  5. SemanticSBML: a tool for annotating, checking, and merging of biochemical models in SBML format
    Liebermeister W., Krause F., Uhlendorf J., Lubitz T., Klipp E. (2009)
    3rd International Biocuration Conference, 2009, Nature Precedings [html]

Livres

Livres

  1. Economic Principles in Cell Biology
    (2023): The Economic Cell Collective. [pdf sur zenodo]
  2. Systems Biology - A Textbook
    Première edition (2009): Klipp E., Liebermeister W., Wierling C., Kowald A., Lehrach H., Herwig R. [website]
  3. Systems Biology - A Textbook
    Deuxième edition (2016): Klipp E., Liebermeister W., Wierling C., Kowald A. [website]

Chapitres de livre

  1. Benefit and cost of a protein
    Kushwaha M., Liebermeister W., Noor E., Sechkar K., Széliová D. (2025) [pdf on zenodo]
    Dans Economic Principles in Cell Biology
  2. Cell metabolism
    Delattre H., Liebermeister W., Noor E., Sauro H.M., Soyer O.S., and West R. (2025) [pdf on zenodo]
    Dans Economic Principles in Cell Biology
  3. Metabolic flux distributions
    de Groot D., Liebermeister W., Mahout M., Müller S., Ruckerbauer D., Scott Contador F., and Tourigny D. (2025) [pdf on zenodo]
    Dans Economic Principles in Cell Biology
  4. The enzyme cost of metabolic fluxes
    Liebermeister, W. and Noor, E. (2023) [pdf on zenodo]
    Dans Economic Principles in Cell Biology
  5. Optimization of metabolic states
    Kremling A., Liebermeister W., Noor E. and Wortel M.T. (2023) [pdf on zenodo]
    Dans Economic Principles in Cell Biology
  6. Resource allocation in complex cell models
    Dourado H., Goelzer A., Grigaitis P., Liebermeister W. and Noor, E. (2023) [pdf on zenodo]
    Dans Economic Principles in Cell Biology
  7. Traces and Frames
    Liebermeister, W. and Pollman T.C. (2017)
    Dans Pollman T.C.: tracelation. [pdf]
  8. Knowledge Management for Systems Biology
    Leser, U. and Liebermeister, W. (2013)
    Dans Dubitzky, W., Wolkenhauer, O., Cho, K.-H. and Yokota, H. (ed): Encyclopedia of Systems Biology.
  9. Sustainable model building: the role of standards and biological semantics
    Krause F., Schulz M., Swainston N., Liebermeister W. (2011)
    Dans Jameson D., Verma M., and Westerhoff H.V. (ed): Methods in Enzymology, Vol. 500, 371-395. [Science direct]

Outils pour la biologie des systèmes
  1. RBA: Analyse du bilan des ressources
  2. Proteomaps: visualisation des données protéomiques
  3. SBtab: format de données pour la biologie des systèmes
  4. ObjTables: schémas pour les fichiers de données
  5. Parameter balancing
  6. Model balancing
  7. Modélisation structurelle-thermokinétique
  8. Minimisation du coût des enzymes
  9. Metabolic Network Toolbox
  10. semanticSBML: Outils pour les modèles au format SBML
  11. SB.OS: Outils pour la biologie des systèmes

Code
  1. Code sur github: https://github.com/liebermeister
  2. Noor E. and Liebermeister W. (2023). Optimal enzyme profiles in unbranched metabolic pathways: Jupyter Notebooks. Zenodo

CV

Thèses

2013 Habilitation allemande en biophysique théorique, Université Humboldt Berlin
2004 Doctorat en biophysique théorique, Université Humboldt Berlin
1998 Diplôme (M.Sc) de physique, Université Hamburg
1998 Diplôme intermédiaire (B.Sc) de physique, Université Tübingen

Expérience professionelle

Depuis 2017 Directeur de recherche, INRAE Jouy-en-Josas
2019 Chercheur invité, Mount Sinai Hospital, New York (Karr Lab)
2017 Chercheur invité, Technion Haifa (Shlomi Lab)
2016 Chercheur invité, Institute for Advanced Bioscience, Keio University (Murray Lab)
2011 - 2016 Chercheur, Institut de biochimie, Charité - Universitätsmedizin Berlin
2011 Postdoctorant, Department of Plant Sciences, Weizmann Institute of Science (Milo Lab)
2009 - 2010 Postdoctorant, Theoretical Biophysics, Université Humboldt Berlin (Klipp lab)
2007 - 2008 Postdoctorant, Max Planck Institute for Molecular Genetics, Berlin (Klipp Lab)
2005 Minerva fellow, Department of Molecular Cell Biology, Weizmann Institute of Science (Alon Lab)
2004 - 2006 Postdoctorant, Max Planck Institute for Molecular Genetics, Berlin (Klipp Lab)
2003 - 2004 Chercheur, Department of Mathematics and Computer Science, Université libre de Berlin
1997 - 1998 Chargé de cours (physique), Leibnizkolleg Tübingen

CV détaillé (pdf)


Thèses
  1. Construction and control analysis of biochemical network models
    Habilitation (allemande) (2013) [pdf]
  2. Analysis of optimal gene expression
    Doctorat (2004) [pdf]
  3. Geometrie und Elektronenstruktur der Quasikristalle i-AlCuFe und i-AlPdMn
    Diplôme de physique (1998) [pdf]

Posters

Posters récents

  1. Balancing metabolic homeostasis and enzyme cost with multi-objective evolutionary algorithms
    Lequertier A., Liebermeister W., and Tonda A. (2025), GECCO 2025, Malaga
  2. Inferring reaction elasticities from metabolic correlations in cells through multi-objective evolutionary optimization
    Arthur Lequertier, Wolfram Liebermeister, Alberto Tonda (2025). EvoStar 2025, Trieste [pdf]
  3. Complexity reduction by symmetry: uncovering the minimal regulatory network for logical computation in bacteria
    Luis A. Alvarez-García, Wolfram Liebermeister, Ian Leifer, Hernáan A. Makse, NetSci 2024 (International School and Conference on Network Science, Quebec
  4. Information transmission through state perturbations in metabolic networks
    Arthur Lequertier, Wolfram Liebermeister (2024). ECMTB 2024, Toledo (ESP) [pdf]
  5. Information transmission through state perturbations in metabolic networks
    Arthur Lequertier, Wolfram Liebermeister (2023). ISMB-ECCB 2023, Lyon [pdf]
  6. RBAtools -a programming interface to cellular resource allocation modelling with Resource Balance Analysis
    Oliver Bodeit, Wolfram Liebermeister, Anne Goelzer (2021). Metabolic Pathway Analysis, Knoxville [pdf]
  7. Enzyme economy in metabolic networks
    Wolfram Liebermeister, ICSB 2018, Lyon [pdf]

Propagande
            
Projets

Projet PEPR B-BEST ``Multi-size Hybrid Cell Models'' (MuSiHC) (2024-2028)

The project Multi-Size Hybrid Cell Models (MuSiHC) aims at developing novel hybrid approaches to cell and bioreactor modeling for the production of added-value compounds. MuSiHC addresses gaps in current cell models used to simulate bioproduction: a dichotomy between linear genome-scale and small kinetic models with no realistic intermediate solutions that describe metabolism precisely; and a division between interpretable mechanistic models with a massive numerical effort, vs efficient but black-box Artificial Intelligence (AI)/Machine Learning (ML) models. As a proof of concept, the project will focus on Escherichia coli as a platform for the bioproduction of 1,3-propanediol (1,3-PDO), a high-value compound with vast applications in the chemical industry, ranging from solvents to antifreeze.

The project will develop a toolkit of hybrid models, combining mechanistic description and AI/ML of different size, to obtain more reliable cell and bioreactor simulations for E. coli producing 1,3-PDO. Models at different levels of detail will be connected with the help of ML. (i) To model metabolism at a genome scale, Artificial Metabolic Network (AMN) models will be adapted and trained on experimental data for simulating E. coli as a platform for bioproduction. The aim is a genome scale neural-mechanistic hybrid model, to accurately predict production rates for different media and gene deletion sets. Using the novel AMNs, it will be possible to predict both heterologous pathways and gene deletions, and validate the predictions with batch cultures. (ii) In parallel, medium-scale kinetic models will be analyzed with ML (white-box and black-box) to better understand the usage of different Elementary Flux Modes (EFMs) by cells, depending on external conditions (composition of the growth medium). We will obtain effective rules describing choices of metabolic strategies, including bioproduct production, depending on the environment, which can inform the construction of simple, yet realistic cell models. The latter will be used within bioreactor models, and experiments at the lab scale will validate, fit, and improve the predictions.

Addressing different levels of detail, the hybrid models will (i) develop approaches to switch between models of different resolution, creating well-justified methods for model reduction based on the concept of EFMs; (ii) predict metabolic behavior as a function of extracellular metabolite concentrations, taking into account discrete transitions between EFMs, and allowing the simulation of engineered cells, with enzymes or pathways added or removed; (iii) use small-sized models obtained from model reduction to numerically simulate a lab-scale bioreactor environment and explore whether these simulations can be used to dynamically optimize bioproduction, using reinforcement learning techniques and model-based control approaches on digital twins of the system. Experimental data will be collected for model development and validation, plus proof-of-concepts for bioproduction. The experimental plan is to (i) grow E. coli strains in a computer-controlled mini-bioreactor system to calibrate the reduced, small-sized models, by means of measurements of growth rate and uptake/secretion rates of key metabolites; (ii) carry out experiments pf 1,3-PDO production in connected fermentors to study the effects of spatial heterogeneity under controlled conditions, using cell populations models with distributions over their parameters; (iii) perform validation runs in larger, pilot-scale fermentors, optimizing bioproduction. Once the proof of concept on E. coli and 1,3-PDO will be validated, the established methodology will be formalized in a protocol easily adaptable to different organisms and bioproducts.

Projet ANR ``Artificial Metabolic Networks'' (AMN) (2021-2024)

Our main objective is to demonstrate that the metabolism of microorganisms can serve as a device for solving computational problems. The primary role of metabolism is to process food and it is not a priori viewed as an information processing apparatus. Yet, organisms have evolved to cope with different environments and metabolism necessarily played a role in processing and transducing environmental signals to the genetic layer. It is often assumed that biochemical networks serve either for chemical production (metabolism, synthesis of macromolecules) or signaling (MAPK pathways, gene regulation networks,..). This separation ignores the fact that metabolism is also involved in cell signaling and that metabolic fluctuations may allow signals to spread. There is indeed some evidence that metabolism contributes to quite sophisticated signal transmission and decision-making tasks in microorganisms [1][2] plants [3] and of course with the production of neurotransmitters involved in the chemical synapses of our brains.

Here we hypothesize that this ability - the processing and transduction of signals in metabolism - can be diverted to tackle problems that are typically solved by artificial intelligence and in particular by artificial neural networks (ANNs). Since metabolic networks link inputs (concentrations of external metabolites) to outputs (fluxes, concentrations, cell growth), they can be considered as "programs", comparable to ANNs. By adding entries or changing their dynamics (for example by gene deletions), these programs could be shaped to perform classification or regression tasks.

Our objective is to formalize this new paradigm and to establish a relationship between metabolic models and ANNs. A formal connection will help us (i) understand in WP1 the information processing capacities of metabolism (e.g. transducing information about external conditions or aggregating information about metabolic demands) and how evolution may create "informative” metabolites, such as flux sensors [4], (ii) investigate in WP2 metabolism-inspired artificial networks and their potential for machine learning, and (iii) engineer in WPs 3 and 4 in vivo "metabo-genetic devices" that can detect biochemical signals and convert these into informative outputs in the context of two biotechnologically relevant problems: bioprocess optimization and medical diagnostics.

Projet DFG "An economic network theory of cell metabolism" (LI 1676/2-2) (2016-2019)

An efficient use of resources such as metabolites, proteins, energy, membrane space, and time is vital for cells. Cells can be studied as economic systems and metabolism is a core component of this system. Mathematical models such as constrained-based, kinetic, and simplified whole-cell models combine knowledge about network structure, thermodynamics, kinetics, enzyme regulation, and allocation of cellular resources. However, these modelling approaches rely on simplifications which limit their accuracy and mutual compatibility. In the project "An economic network theory of cell metabolism", I will develop a unified mathematical theory to study optimal enzyme allocation in cells. The theory, called metabolic economics, extends existing modelling approaches and links them in a new way. The optimality conditions for protein allocation are formulated as economic balance equations, which relate the "economic values" of individual metabolites and enzymes in the network. Metabolic models studied by metabolic economics can be constraint-based or kinetic, and their fitness objectives can score fluxes, metabolite levels, enzyme levels, and cell growth. In addition, I develop a method for flux prediction that combines flux analysis, kinetic modelling, and cost-benefit models of growing cells. I will implement the theoretical concepts and methods in computational workflows, apply them to whole-cell models, and study three biological cases: selection pressures in engineered pathways, the optimal scheduling of enzyme expression in metabolic cycles, and general conditions for symbiosis in bacterial communities. Metabolic economics will extend metabolic modelling, clarify trade-offs between protein investments and metabolic fluxes, and deepen our understanding of enzyme usage in cells.

Projet DFG "Dynamics and function of enzyme regulation in large metabolic networks" (LI 1676/2-1) (2011-2015)

Kinetic models are essential to better understand the dynamics and function of enzyme regulation, and hence to predict the metabolic effects of differential enzyme expression and enzyme-inhibiting drugs. However, kinetic modelling is not yet applicable to large, genome-scale networks. Existing genome-scale modelling approaches, such as flux balance analysis, are based on stoichiometry only and therefore inherently limited in use. This project aims to fill the gap between genome-scale stoichiometric and small-scale kinetic models by the development of a novel kinetic modelling approach for large metabolic networks. The method combines metabolic control analysis with data integration and sampling techniques and accounts for thermodynamic constraints. The results will be probabilistic, reflecting the availability and quality of input data.

The applicability of the new method will be tested through its use to create large network models and to predict flux changes caused by enzyme regulation, to couple these models with detailed kinetic pathway models, to compute synergisms between enzyme-inhibiting drugs, to predict the dynamic effects of alternating enzyme levels, and to study the advantages of enzymatic regulation and alternating enzyme levels in fluctuating environments through a computational cost-benefit approach. Through external collaborations, model predictions will be validated with experimental omics data from bacterial and yeast cultures and from human hepatocytes. By extending dynamic modelling to large metabolic networks, the project will substantially improve the understanding of enzyme regulation, with potential future applications in cell simulation, prediction of drug interactions and side effects, and chronotherapies.