Definitions Rationale Design
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#### 9. no constraint on granularity: the scope of the arrows between space units is not limited
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#### 10. the computation is local, random, asynchronous
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#### 11. interfaces are possible with statistical and / or continuous fermion models:
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- spaces are then superimposed and conditions on intensive local variables (concentrations, temperatures, flows, etc...) can be added to the specific conditions of the gem-graph.
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- times and spaces are then superimposed and conditions on intensive local variables (concentrations, temperatures, flows, etc...) can be added to the specific conditions of the gem-graph.
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#### 12. interfaces are possible with representations of bosons:
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- spaces are then superimposed and conditions on intensive local variables (flux, cross section, etc.) can be added to the specific conditions of the gem-graph.
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- times and spaces are then superimposed and conditions on intensive local variables (flux, cross section, etc.) can be added to the specific conditions of the gem-graph.
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#### 13. the topology, the dimension and the magnitude of the space are not constrained
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