Final answer:
Intrinsic attributes refer to inherent properties in denotational semantics, which involves syntactic and semantic domains to map language syntax to meanings. Deductive, inductive, and abductive classifications involve different types of reasoning processes, with abductive reasoning using explanatory virtues to find plausible explanations.
Step-by-step explanation:
The term intrinsic attributes refers to the inherent properties or qualities that an entity possesses. Within the context of denotational semantics, a branch of mathematical logic that deals with the formalization of programming languages, intrinsic attributes may relate to the essential properties of data types or elements within a language's syntax that inform their behavior and how they are understood by the semantics. However, the original question seems to be more philosophical, touching on values and welfare functions, rather than computing.
In denotational semantics, syntactic domains are the formal structures that describe the syntax of a language, like trees or terms, while semantic domains specify the meanings of these syntactic elements by mapping them to mathematical objects that represent their denotations.
To classify inferences as deductive, inductive, or abductive, one must understand each process's nature. Deductive reasoning involves making conclusive arguments based on general rules, inductive reasoning involves making generalizations based on specific observations, and abductive reasoning involves forming the most plausible explanation based on incomplete information. In abductive reasoning, different explanatory virtues such as simplicity, scope, and conservatism may be used to identify the best explanation among competing hypotheses.