| Literature DB >> 28421068 |
James A Butler1,2,3, Jason Cosgrove1,2,3, Kieran Alden2,3, Jon Timmis2,3, Mark Christopher Coles1,3.
Abstract
The molecular and cellular processes driving the formation of secondary lymphoid tissues have been extensively studied using a combination of mouse knockouts, lineage-specific reporter mice, gene expression analysis, immunohistochemistry, and flow cytometry. However, the mechanisms driving the formation and function of tertiary lymphoid tissue (TLT) experimental techniques have proven to be more enigmatic and controversial due to differences between experimental models and human disease pathology. Systems-based approaches including data-driven biological network analysis (gene interaction network, metabolic pathway network, cell-cell signaling, and cascade networks) and mechanistic modeling afford a novel perspective from which to understand TLT formation and identify mechanisms that may lead to the resolution of tissue pathology. In this perspective, we make the case for applying model-driven experimentation using two case studies, which combined simulations with experiments to identify mechanisms driving lymphoid tissue formation and function, and then discuss potential applications of this experimental paradigm to identify novel therapeutic targets for TLT pathology.Entities:
Keywords: mechanistic modelling; model-driven experimentation; multi-scale modeling; systems immunology; tertiary lymphoid tissue
Year: 2017 PMID: 28421068 PMCID: PMC5378811 DOI: 10.3389/fimmu.2016.00658
Source DB: PubMed Journal: Front Immunol ISSN: 1664-3224 Impact factor: 7.561
Mathematical and computational techniques for modeling immune processes.
| Technique | Description | Comments |
|---|---|---|
| ODE | Ordinary differential equations: describe the rate of change with respect to one other variable (e.g., population change over time, | Commonly used technique that can be used to quantify changes in population size over time |
| PDE | Partial differential equations: describe rate of change of a function of more than one variable with respect to one of those variables (e.g., motion through space | Often used to describe changes occurring over both time and multiple spatial dimensions |
| Monte Carlo | Statistical random sampling method where outcomes are determined at random from input probability distribution functions | Stochastic technique to model deterministic processes, very frequently integrated within ABM, CPM, and other stochastic modeling approaches |
| Petri nets | Graph-based model describing network of events or “transitions” that occur depending on given conditions or “places,” a stochastic methodology | Computationally efficient can be effectively defined using SBML2. Capturing explicit spatial representation can be difficult |
| ABMs | Agent-based models are composed of individual entities specified as agents, which exist independently in a well-defined state: a set of attributes at a specific point in, e.g., time and space, with state transitions governed by a rule-set, often described in terms of finite state machines and other diagrammatic constructs using the Unified Modeling Language | There are a number of methodologies to generate ABMs. There are tools with user interfaces for constructing simpler lattice-based ABMS or “unconstrained” models manually coded as software in languages such as Java and C++ |
| (Extended) cellular Potts modeling | A lattice-based modeling technique for simulating the collective behavior of cells. A cell is defined as a set of pixels within a lattice (sharing a “spin state”) and is updated pixel-by-pixel according to a mathematical function, which incorporates cell volume and surface/adhesion energies | Similar to an ABM but relies on effective energy functions (the Hamiltonian) to describe cellular adhesion, signaling, motility, and other physical phenomena |
| Hybridized models | Bringing together a range of different techniques generally within the context of an ABM or CPM, incorporating differential equations and a variety of other mathematical and computational techniques to effectively capture phenomena occurring over different spatiotemporal scales (e.g., intracellular activity) | Can take advantage of different modeling techniques, particularly applicable where there are multiple processes occurring in different scales of time and space |
Key questions on tertiary lymphoid tissue (TLT) formation and maintenance that can be address in hybridized TLT models.
| Formation | |
|---|---|
| What are the minimum cellular requirements to initiate TLT formation? Is this driven by different types of stroma, lymphocytes, dendritic cells, or tissue-resident macrophage? | |
| What is the relative importance of inflammation and antigen in TLT induction? Is autoantigen required for induction or just an outcome of the pathology? | |
| What is the role of different cytokines and chemotactic signals on TLT formation? | |
| What is the relative role of inflammatory cytokines, lymphocyte—stromal cross talk, immune cell entry, cell death, antigenic stimulation on TLT maintenance? | |
| What are the key signaling pathways required to maintain TLT once it has formed? Can these pathways be targeted to induce TLT resolution? | |
| Can TLT self-resolve in humans? If so, what is the balance between new TLT induction and resolution of existing structures? | |
Figure 1Application of model-driven experimentation to develop new mechanistic understanding of tertiary lymphoid tissue (TLT) formation and maintenance permitting identification of novel therapeutic approaches to resolve localized TLT pathology.