MARIO NICODEMI


RESEARCH

RESEARCH PROJECTS


Researches

Here is a list of my main recent projects. More details can be found in my publications.




STATISTICAL PHYSICS, COMPUTATIONAL AND SYSTEMS BIOLOGY


Machine Learning the impact of Genomic Variants (PRISMR)

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Large genomic mutations (Structural Variants, SVs) can change the activity of genes by altering their contact network with enhancers. Linked to diseases such as congenital disorders or cancer, their effects remain difficult to predict. We developed PRISMR, a method combining Machine Learning and Polymer Physics, to model 3D chromatin folding. Trained on wild-type data, upon a mutation it successfully predicts how chromatin refolds, and enhancer-promoter contacts rewire. Validated across mutations in mice and human cells, PRISMR can highlight for single individuals the disease-causing potential of SVs genome-wide.

Selected references:
B.K. Kragesteen, et al., "Dynamic 3D chromatin architecture contributes to enhancer specificity and limb morphogenesis", Nature Genetics 50, 1463 (2018)
S. Bianco et al., "Polymer Physics Predicts the Effects of Structural Variants on Chromatin Architecture", Nature Genetics 50, 662 (2018)




Genome Architecture Mapping (GAM) technology

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Genome Architecture Mapping (GAM) is a ligation-free technology to map genome-wide chromosome interactions, beyond pairwise contacts, alternative to Hi-C methods. Developed in collaboration with A. Pombo, its concept is simple: in slices extracted from the cell nucleus, spatially closer sites are found to co-segregate more frequently, and maths can dissect real contacts from random encounters. We find, for instance, that highly transcribed regions or super-enhancers tend to form more frequently three-way or multiple contacts. We also investigated how faithful Hi-C, SPRITE and GAM are to the 3D structure of chromatin and how they perform relative to each other.

Selected references:
L. Fiorillo et al., "Comparison of the Hi-C, GAM and SPRITE methods using polymer models of chromatin", Nature Methods 18, 482 (2021)
R.A. Beagrie et al., "Complex multi-enhancer contacts captured by genome architecture mapping", Nature 543, 519 (2017)




Polymer physics of chromatin 3D organization (SBS model)

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We use principled models from physics to investigate the mechanisms shaping chromosome 3D organisation and its functional role. Our Strings&Binders (SBS) model represents the scenario where binding molecules produce contacts between distal DNA sites, such as genes and their regulators. It explains Hi-C, SPRITE, GAM and super-resolution microscopy data at the single-molecule level, via mechanisms of polymer phase separation. It finds that chromosome architecture is shaped by the combinatorial action of different molecular factors, such as Pol-II, PRC2, CTCF or cohesin. Cohesin depletion, in particular, reverses phase separation into a random coil state, erasing average interaction patterns. Model predictions on the effects of genomic rearrangements were experimentally confirmed, opening to new tools to attack diseases linked to chromatin misfolding, such as congenital disorders and cancer.

Selected references:
M. Conte et al., "Polymer physics indicates chromatin folding variability across single-cells results from state degeneracy in phase-separation" , Nature Com. 11, 3289 (2020)
M. Barbieri et al., "Active and poised promoter states drive folding of the extended HoxB locus in mouse embryonic stem cells" , Nature Struct. Mol. Bio. 24, 515 (2017)
A.M. Chiariello et al., "Polymer physics of chromosome large-scale 3D organisation", Nature Scientific Reports 6, 29775 (2016)
M. Barbieri et al., "Complexity of chromatin folding is captured by the strings and binders switch model" , PNAS 109, 16173 (2012)
M. Nicodemi et al., "Thermodynamic pathways to genome spatial organization in the cell nucleus" , Biophys.Jou. 96, 2168 (2009)



Higher-order chromatin structures (metaTADs)

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Genome-wide mapping of chromatin architecture in mouse and human cells reveals a hierarchical 3D organization of chromatin in higher-order domains (metaTADs) extending across chromosomal scales. The topology of MetaTAD reflects epigenomic features and is relatively conserved through differentiation, while its rewiring relates to changes in gene expression. The molecular mechanisms of metaTAD self-assembly are well explained by microphase separation within the SBS polymer model.

Selected references:
J. Fraser et al., "Hierarchical folding and reorganization of chromosomes are linked to transcriptional changes during cellular differentiation", Mol. Sys. Bio. 11, 852 (2015)
A. Pombo and M. Nicodemi, "Models of chromosome structure", Curr. Opin. Cell Bio. 28, 90 (2014)




Symmetry Breaking at X-Chromosome Inactivation

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In the female mammalian embryo, X-Chromosome Inactivation is the vital process whereby each cell inactivates one, randomly selected X to equalise X products w.r.t. males. It is unknown how the X's undergo random, yet opposite fates during such a stochastic regulatory process. We proposed a possible physical explanation: a Symmetry Breaking mechanism whereby a set of interacting molecules self-assemble, by a phase separation mechanism, into a single X-linked 'blocking factor'. This scenario is supported by current experiments.

Selected references:
A. Scialdone et al., "Conformation Regulation of the X Chromosome Inactivation Center: A Model" , PLoS Comp. Bio. 7, e1002229 (2011)
M. Nicodemi and A. Prisco, "A Symmetry Breaking Model for X Chromosome Inactivation", Phys. Rev. Lett. 98, 108104 (2007)




Single-cell states in cell transition processes

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Differentiation, reprogramming and disease transformations involve transitions of cells through distinct states. Yet, accessing the key properties of such single-cell states can be extremely challenging. We introduced a stochastic model where the dynamics of a cell is described as a sequence of transitions within a network of different states. By fitting genome-wide time-course data, the network of states and their profiles can be reconstructed. The state structure predicted by our approach, e.g., in MEF reprogramming to pluripotency or in CD4+ T-cell differentiation, was supported by independent single-cell experiments.

Selected references:
V. Proserpio, et al. "Single-cell analysis of CD4+ T-cell differentiation reveals three major cell states and progressive acceleration of proliferation", Genome Biology 17, 103 (2016)
J.W. Armond, et al. "A stochastic model dissects cell states in biological transition processes", Nature Scientific Reports 4, 3692 (2014)






STATISTICAL MECHANICS OF COMPLEX SYSTEMS IN PHYSICS


Statistical Mechanics of Granular Media

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Granular media are the second most dealt with material in human activities after water. As they are non-thermal systems (can have zero kinetic energy at room temperature), standard thermodynamics does not apply and a first principles theory for their description is still missing. We showed that they can be described via a generalized Statistical Mechanics approach via suitable ensemble averages (with an effective thermodynamic parameter, T), and derived the system phase diagram. That's confirmed by recent experiments and computer simulations.

Selected references:
M. Pica Ciamarra, A. Coniglio, and M. Nicodemi,"Thermodynamics and Statistical Mechanics of Dense Granular Media", Phys. Rev. Lett. 97, 158001 (2006)
P. Richard, M. Nicodemi, R. Delannay, P. Ribiere, D. Bideau, "Slow relaxation and compaction of granular systems", Nature Materials 4, 121 (2005)
M. Nicodemi, "Dynamical response functions in models of vibrated granular media", Phys. Rev. Lett. 82, 3734 (1999)



Rheology of Granular Media

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The rheology of non-thermal systems such as granular suspensions is currently focus of intense research for both fundamental science and practical applications. We explored the nature of the system flow diagram and found that its different regimes are separated by sharp, yet stochastic transitions: (a) disordered grain flow, (b) ordered grain flow and (c) grain jamming. We discovered that disordered flow has an Ostwald-de Waele-type power-law shear-stress constitutive relation, while a nearly solid plug appears in ordered flow.

Selected references:
D.S. Grebenkov, M. Pica Ciamarra, M. Nicodemi, A. Coniglio, "Flow, ordering, and jamming of sheared granular suspensions" , Phys. Rev. Lett. 100, 078001 (2008)
M. Pica Ciamarra, A. Coniglio, and M. Nicodemi,"Shear instabilities in granular mixtures", Phys. Rev. Lett. 94, 188001 (2005)