Toric dynamical systems (Q731930)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Toric dynamical systems |
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Toric dynamical systems (English)
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9 October 2009
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The toric dynamical systems are considered in the frame of computational geometry. The authors prove that the associated module space is a toric variety. For the balancing systems, whose invariant polyhedron is two-dimensional and bounded, it is furthermore proved that the balancing state is a global attractor. Biological and chemical applications are indicated.
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toric dynamical systems
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toric variety
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balancing systems
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global attractors
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