A preferential consequence relation that satisfies Rational Monotonicity is called a rational consequence relation.
A preferential consequence relation is admissible if and only if, for every ε > 0, there exists a probability function P such that, for all propositions p and q, p q iff P q/p) ≥ 1 − ε. 6.
This has also created a situation whereby bilateral agreement and preferential relations have been the norm in Ethio-China trade relations.
Thirdly, diesel cars are treated more advantageously in countries with a 'corporatist' type of governance, i.e. where the state has preferential relations with industry.
Products sold in the U.S. would be taxed at a preferential rate relating to job development.
This identifies a preferential spatial association of EPS with bacteria in relation to association of EPS with diatom, suggesting a bacterial origin of EPS.
This increase in total mast cell number was due to a preferential increase in the number (588.5±16.3) of mature mast cells, in relation to the number (109±18.4) of mature mast cells seen in animals injected only with water.
Such a consequence relation can equivalently be expressed semantically in terms of a preferential semantics (see Section Selection semantics).
Conversely, we prove in this paper that, on a finite prepositional language, any preferential inference relation defined by such a model is induced by a Poole system without constraints.
