Woodger (1959) elaborates these logical predicates or relations to produce a careful reconstruction of Mendelian genetics.
We present an approach for planning robotic manipulation tasks that uses a learned mapping between geometric states and logical predicates.
We present arguments for the complementary role that intrinsically geometric models of visual languages can play in many applications, alongside non-geometry based models (such those based on graph grammars, logical predicates or algebraic structures).
It allows drawing of a PN/CPN model by a graphical user interface and the definition of the supervisor as a PN/CPN or as a standard C/C++ program implementing logical predicates.
Supervisory control based on Petri Nets (PNs) or Colored Petri Nets (CPNs) model of the plant leads to supervisors which can be PN/CPN themselves (compiled supervisors) or simply a set of logical predicates (interpreted supervisors).
It assumes that clusters and arrays of neurons are capable of computing logical predicates, smooth arithmetic functions, and matrix transformations over a space defined by large input vectors and arrays.
For instance, Woodger (1937) constructs an axiomatic system based on ten logical predicates or relations, including \ \bP\) (part of), \ \bT\) (before in time), \ \bU\) (reproduced by cell division or cell fusion), \ \bm\) (male gamete), \ \bff\) (female gamete), and \ \bgenet\) (genetic property) (cf. Nicholson and Gawne 2014).
Warmbrod's approach is to paraphrase modal claims into first-order claims about relations between possible worlds, while Harman's is to introduce a non-logical predicate "is necessary" and a logical operator that forms names of propositions.
The interpretation of the language of pure quantificational logic requires one to specify both a domain for the variables to range over and an extension for each non-logical predicate of the language.
Indeed, ψ is presumably logically consistent with T, the set of necessarily true sentences each of which contains at most one non-logical predicate, and each of whose non-logical predicates expresses a fundamental property or relation; that is, the union of and T presumably has a model.
