DruryArveson
DruryArveson refers to the Drury–Arveson space, a canonical object in functional analysis and operator theory. It is a reproducing kernel Hilbert space defined on the open unit ball B_d in C^d and is named for the mathematicians Drury and Arveson who introduced and studied this multivariable generalization of the Hardy space.
Its reproducing kernel is K(z,w) = 1/(1 - ⟨z,w⟩), where ⟨z,w⟩ is the standard Hermitian inner product. This
Research on DruryArveson intersects with multiplier algebras, function theory on the unit ball, and noncommutative function
Notes: The term may appear in literature as shorthand for the space and its associated operator-theoretic framework.