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Dynamic symbol systems are discrete systems made from dynamic symbols. Dynamic symbols share many properties with classical symbols in the sense of the physical symbol system 1 Page 3 hypothesis (Vera & Simon 1993). However, their semantics is quite different from the standard, logic-oriented view.
In mathematics, symbolic dynamics is the study of dynamical systems defined on a discrete space consisting of infinite sequences of abstract symbols.
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Nov 16, 2008 · Symbolic Dynamics is the study of shift spaces, which consist of infinite or bi-infinite sequences defined by a shift-invariant constraint ...
To implement diverse and partial flow of information in cognitive processes, we need a design method without explicit stipulation of domain/task-dependent.
Duration: 35:48
Posted: Dec 12, 2023
Posted: Dec 12, 2023
May 1, 2023 · Traditionally, symbolic reconstructions of dynamical systems have involved deterministic dynamics and the so-called generating partitions. This ...
Symbolic dynamics is the study of shift spaces, which consist of infinite or bi‐infinite sequences defined by a shift‐invariantconstraint on the finite‐length ...
To implement diverse and partial flow of information in cognitive processes, we need a design method without explicit stipulation of domain/task-dependent ...
To maintain compatibility, the original system symbols (Compatibility-only dynamic system symbols) are still supported by the DUMPDS command.
This paper establishes a framework that hierarchically integrates symbolic and sub-symbolic representations in an architecture for cognitive robotics. It is ...