Event Dime
Indeterminacy of Boolean Ring [version 2; peer review: 2 approved with reservations]
Arts & Culture
- When:
- June 3, 2026 · 12:11 PM
- Source:
- F1000Research
Background A neutrosophic ring represents an algebraic generalization of the classical ring structure by introducing an indeterminacy element I, enabling the modeling of truth, falsity, and indeterminacy simultaneously, as established within Smarandache’s neutrosophic framework. In contrast, a Boolean ring is a commutative algebraic structure in which every element is idempotent ( αI ) ² = αI reflecting the logical principles of Boolean algebras and possessing characteristic two Combining these