Sentence examples for concrete logic from inspiring English sources

"concrete logic" is a correct and usable phrase in written English.
It can be used to describe a type of reasoning or thought process that is based on tangible evidence and facts rather than abstract ideas or emotions. Example: In her essay, the author used concrete logic to support her argument by providing specific examples and statistical data.

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Networks were trained on one of two problems an abstract "rules and sub-rules" problem, and a more concrete "logic classification" problem and then systematically lesioned.

This model views social innovation as a deliberative process of facilitating educational change or innovation that is generated from a concrete logic to fix a problem or meet the social need by a social agent through social mechanism and implication to attain certain social outcome or gain (Loogma et al. 2013).

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This is what Mill calls the "physical" or "concrete deductive" method (Logic, VI, ix).

For many topics, in addition to explaining their underlying logic, concrete steps are also described.

The most common strategy to obtain a concrete system of probability logic is to start with a classical (propositional/modal/etc). system of logic and to "probabilify" it in one way or another, by adding probabilistic features to it.

In his latter years he delved most deeply into philosophical problems and endeavoured to explain more concrete facts by his logic.

The entry on second-order and higher-order logic provides concrete illustrations of these facts.

Seeing the step-by-step operation of remote sensing or GIS processes, expressed succinctly in the form of a program, can help make the processing logic more concrete and easier to understand.

"Nonetheless, the sponsors of the USA Freedom Act prefer the counsel of hypothetical fears to the logic of concrete realities".

In particular for description logics, we introduce several concrete relaxation operators tailored for the description logic ALC and its fragments EL and ELU, discuss their properties and provide some illustrative examples.

Note that \(\mathsf{J}\) coincides with \(\mathsf{J}_{TCS}\). See Section 2 of the supplementary document Some More Technical Matters for examples of concrete syntactic derivations in justification logic.

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