A short introduction to CellML

Citation
Wj. Hedley et al., A short introduction to CellML, PHI T ROY A, 359(1783), 2001, pp. 1073-1089
Citations number
12
Categorie Soggetti
Multidisciplinary
Journal title
PHILOSOPHICAL TRANSACTIONS OF THE ROYAL SOCIETY OF LONDON SERIES A-MATHEMATICAL PHYSICAL AND ENGINEERING SCIENCES
ISSN journal
1364503X → ACNP
Volume
359
Issue
1783
Year of publication
2001
Pages
1073 - 1089
Database
ISI
SICI code
1364-503X(20010615)359:1783<1073:ASITC>2.0.ZU;2-Z
Abstract
CellML (TM) is an XML-based language designed to facilitate the exchange of biological models: across the World Wide Web. Processing applications are able to appropriately render models based on the definition of model struct ure given in a CellML document, and run simulations based on the definition of the underlying mathematics. CellML is designed to be a general framework upon which a wide variety of m odels may be built;. The basic constituents and structure are simple; provi ding a common basis for describing models and facilitating the creation of complex models from simpler ones by combining models and/or adding detail t o existing models. CellML models are represented as a collection of discrete components linked by connections to form a network. A component is a functional unit that ma y correspond to a physical compartment;, a collection of entities engaged i n similar tasks, or a convenient modelling abstraction. Components may cont ain variables, mathematical relationships that specify the interactions bet ween those variables, and metadata. Variables may be local to a component, or made visible to other components via interface attributes. All interacti ons between variables within a component are described using MathML content markup. The interface attributes describe the external view of tile compon ent, specifying those variables visible to other components. A connection i s a directed mapping from externally visible variables in one component to those of another. Every variable has a set of units associated with it, mak ing it possible to connect together components with variables defined using different units. CellML offers additional facilities, such as metadata, for adding context i nformation to a model, and component grouping. These assist in the creation and maintenance of models but do not alter the mathematics of the model. A ll models described using CellML can be reduced to the canonical form: a se t of connected components.