In mathematics, describing a family of functions where all members are continuous at the same uniform rate across their domain.
From Latin 'aequus' (equal) + 'continuus' (unbroken, continuous). This is a highly technical mathematical concept from functional analysis.
This is a powerful idea in calculus: imagine a collection of curves that are all equally smooth and well-behaved across their entire domain—no curve has a hidden sharp corner or breaking point that others don't share at the same spots.
Complete word intelligence in one call. Free tier — 50 lookups/day.