Lebrun et al. [16] present an expressive requirement formalization language called Data Path Requirement Language (DPRL) that extends the Flow-based Management Language (FML) [17].
These phenotype ontologies and databases are a great advancement over natural language descriptions disseminated in the literature; however, regeneration experiments need also a formalization language that permits describe arbitrary geometric relationships between the parts of a morphology.
This paper provides an outline of a formalization of classes of information fusion systems in terms of category theory and formal languages.
Using terminology taken from logic and formal language theory, our earlier discussion of denes invited their formalization as the closure of atomic statements on subsequences under Boolean operators, partial order (including possible overlapping), regular expressions, and modalities.
Here a formalization of the theory of memes is proposed, making use of a formal language that is adequate to represent neural information processing.
Yet as suggested in §6 of the main document, what characterizes the founding by Frege and Russell of (at least one central strand in) the analytic movement was the use made of logical analysis, in which a crucial element was the formalization of ordinary language statements into a logical language.
Then we will indicate how the event calculus leads to a formalization of natural language tense and aspect by analysing the imperfective paradox.
We present a formalization of this language in the Rewriting Logic framework, employing equations for defining abstraction mappings on the state space of the system.
Moreover, a language formalization process of all the relevant items during the indicator development phase seems vital as in the Netherlands every hospital collects its own data, has its own local data infrastructure, and DHTP has no insight in the underlying data that hospitals submit [ 21, 22].
In principle, there are many advantages that might be drawn from the implementation of a formal biological language, since formalization ensures non-ambiguity and a degree of precision that cannot be achieved by ordinary language.
