globallyalways

GloballyAlways is a term that appears across disciplines but does not have a single, formal definition. In mathematical logic and computer science, it is commonly interpreted as indicating a property that must hold everywhere, at all times, across a model, run, or dataset. Because its components—global (universal) and always (invariably)—convey similar ideas, the combined form is often treated as redundant in formal discourse, where established operators already express universal persistence.

In temporal logic, the standard operator G (globally) expresses that a formula holds at every point along a computation path. Therefore, “globally always” would typically be read as G φ, or used as an informal emphasis. In formal verification and model checking, invariants and safety properties are specified to hold globally, i.e., in all reachable states of a system.

Beyond theory, GloballyAlways is also encountered as a brand or project name in some contexts. When used as a product or company label, it may denote software related to monitoring, invariant enforcement, or persistent policy compliance, though there is no universally recognized product by that name. As a coined term, its precise meaning is defined by its author and context.

See also: temporal logic, global property, invariant, model checking, invariant checking.