IPA: //daɪˈædɪks//
KK: /daɪˈædɪks/
A field of mathematics that studies relationships between pairs of objects, focusing on the idea that each object can be defined by one of two distinct options.
In dyadics, mathematicians explore how pairs of elements interact based on binary choices.
Dyadics is derived from "dyad" (from Greek "duas", meaning two) and the suffix "-ics" (meaning related to or pertaining to). The term refers to concepts or studies that involve pairs or groups of two.
Think of 'dyad' meaning 'two' and '-ics' indicating a field of study, so dyadics relates to the study of pairs or two-part systems.