The phrase "a set of deductions" is correct and usable in written English.
You can use it when referring to a collection or group of conclusions drawn from reasoning or evidence.
Example: "After analyzing the data, the researchers presented a set of deductions that highlighted the key findings of their study."
Alternatives: "a series of conclusions" or "a collection of inferences."
MIRA also prescribes a set of deduction rules, which helps in the reasoning process of actions.
Thanks to a set of deduction eliminations, some middle-class households could get a tax hike next year, according to a New York Times breakdown.
In addition, we prove an associative composition operator that permits crisp hierarchical task compositions for workflow models through a set of mathematical deduction rules.
A set of natural deduction rules yielding as theorems all the valid wffs of a system is complete (with respect to that system) in a sense obviously analogous to that in which an axiomatic basis was said above to be complete (see Axiomatization of PC. As an illustration, the formula [(p ⊃ q) · (p ⊃ r)] ⊃ [p ⊃ (q · r)] will be derived as a theorem of logic by the natural deduction method.
A deduction calculus consists of a set of logical axioms and a collection of deduction rules for deriving new formulas from previously derived formulas.
The material, including an evidence-based argument program, challenges students on a number of different skills, such as making logical deductions from a set of facts and recognizing vague language.
The notion of deduction in LA is defined in the customary way; if Δ is a set of sentences of LA and φ ∈ LA, then a deduction of φ from Δ in LA is a deduction of φ from Δ in L ω1, ω) every formula of which is in LA.
➢ a set of assumptions or premises; ➢ a method of reasoning or deduction; ➢ a conclusion or point.
We propose a deduction system which is described using a set of inference rules.
As to Bowell and Kemp (2005), an argument has the following structure: ➢ a set of assumptions or premises; ➢ a method of reasoning or deduction; ➢ a conclusion or point.
