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Sequential dynamical systems
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acyclic orientations
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covering maps
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error thresholds
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graph morphisms
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neutral evolution
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phase space embeddings
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reduction
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MORTVEIT, H. S.
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REIDYS, C. M.
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Advances in Complex Systems (ACS)
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1
REDUCTION OF DISCRETE DYNAMICAL SYSTEMS OVER GRAPHS
MORTVEIT, H. S.
;
REIDYS, C. M.
- In:
Advances in Complex Systems (ACS)
07
(
2004
)
01
,
pp. 1-20
we investigate are called
Sequential
Dynamical
Systems
(SDSs), which are a class of dynamical systems that provide a …
Persistent link: https://www.econbiz.de/10005050897
Saved in:
2
NEUTRAL EVOLUTION AND MUTATION RATES OF
SEQUENTIAL
DYNAMICAL
SYSTEMS
MORTVEIT, H. S.
;
REIDYS, C. M.
- In:
Advances in Complex Systems (ACS)
07
(
2004
)
03
,
pp. 395-418
In this paper we study the evolution of
sequential
dynamical
systems
$(\mathsf{SDS})$ as a result of the erroneous …
Persistent link: https://www.econbiz.de/10005080927
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