| 释义 |
inclusive disjunction
noun[ C or U ]
formaluk /ɪnˌkluː.sɪv dɪsˈdʒʌŋk.ʃən/ us /ɪnˌkluː.sɪv dɪsˈdʒʌŋk.ʃən/
In logic(= a formal scientific method of examining or thinking about ideas), an inclusive disjunction is a situation in which a statement with two parts is true if either one or both of the parts is true:
This symbol is used in algebra to indicate an inclusive disjunction between two statements.
In logic and mathematics, inclusive disjunction results in "true" whenever one or more of its operands are true.
The hierarchy is headed jointly by two items, body parts and kin terms, connected by an inclusive disjunction.
The term "inclusive disjunction" is used here to indicate the situation in which sound, art, and music can occur simultaneously, but that it remains possible to distinguish between them.
SMART Vocabulary: related words and phrases
Logic and reason
a fortiori
a posteriori
a priori
analytic
antinomy
illogical
illogicality
illogically
incoherently
inductive
non-theoretical
non-verbal
nonscientific
overintellectualization
overintellectualize
teleology
theoretical
theoretically
theory
thinking
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