Research Thurley Lab

Analyzing the complex relationships among immune cells with mathematical Tools.

Mathematical modeling of immune cell interaction networks

The mammalian immune response depends on the interaction and collaboration of many highly individual cells. Further, cells themselves are regulated by complex intracellular networks such as signal transduction and gene regulation, resulting in two-fold regulation by a “network of networks”. Response-time modeling, a mathematical concept we previously established (Thurley et al., Cell Systems 2018), allows analysis of cell-cell communication circuits by directly integrating measurable kinetic data.

Currently, we are using that approach for dissecting immune-cell decision making at the onset of chronic inflammation, in the context of well-established in vivo model systems studied by our collaborators.

Analyzing paracrine cell-cell communication in 3D

Cell-cell communication by diffusible ligands generates spatial signaling gradients, with far-reaching consequences for immune-cell decision making in compartments such as secondary lymphoid organs. In a 3D model of IL-2 signaling among Th cells, we previously found that substantial cytokine gradients can arise even in the case of limited cellular heterogeneity, and such cytokine gradients are critical for paracrine signaling efficacy (Thurley et al., PLoS Comp Biol 2015).

Using a new, highly efficient simulation approach, we currently investigate spatial signaling dynamics systematically, and we work on mapping our model simulations to high-content histology data from collaborating groups.

Analyzing paracrine cell-cell communication in 3D

Cell-cell communication by diffusible ligands generates spatial signaling gradients, with far-reaching consequences for immune-cell decision making in compartments such as secondary lymphoid organs. In a 3D model of IL-2 signaling among Th cells, we previously found that substantial cytokine gradients can arise even in the case of limited cellular heterogeneity, and such cytokine gradients are critical for paracrine signaling efficacy (Thurley et al., PLoS Comp Biol 2015).

Using a new, highly efficient simulation approach, we currently investigate spatial signaling dynamics systematically, and we work on mapping our model simulations to high-content histology data from collaborating groups.

Quantitative analysis of high-dimensional data sets

In recently published work together with the Radbruch group at the DRFZ, we analyzed the antigen-specific T cell receptor repertoire after measles re-vaccination (Cendon et al. 2020, preprint). We found that the repertoire at day 14 after vaccination contained a substantial portion of “circulating, persistent” and “mobilized, persistent” clones, indicating the importance of tissue-resident T cells for immunological memory. Other ongoing data analysis projects include the study of single-cell and kinetic gene-expression data on Th cell differentiation, and of gene-expression data from patient-derived T and B cells.

If systems biology of inflammation is your thing:

Interested in more information about our projects?

Further Reading

Peptide-specific recognition of human cytomegalovirus strains controls adaptive natural killer cells.

Hammer Q, Rückert T, Borst EM, Dunst J, Haubner A, Durek P, Heinrich F, Gasparoni G, Babic M, Tomic A, Pietra G, Nienen M, Blau IW, Hofmann J, Na IK, Prinz I, Koenecke C, Hemmati P, Babel N, Arnold R, Walter J, Thurley K, Mashreghi MF, Messerle M, Romagnani C

Nat Immunol. 19(5):453-63 (2018).

Modeling Cell-to-Cell Communication Networks Using Response-Time Distributions.

Thurley K, Wu LF, Altschuler SJ

Cell Systems. 6:355-367 (2018).

Membrane Tension Acts Through PLD2 and mTORC2 to Limit Actin Network Assembly During Neutrophil Migration.

Diz-Muñoz A, Thurley K, Chintamen S, Altschuler SJ, Wu LF, Fletcher DA, Weiner OD

PLoS Biol. 14(6):e1002474 (2016).

Three-Dimensional Gradients of Cytokine Signaling between T Cells.

Thurley K, Gerecht D, Friedmann E, Höfer T

PLoS Comput Biol. 11(4):e1004206 (2015).