The modular space determined by a positive function

A not on modular hyperconvex space

A note on modular hyperconvex space

a note on modular hyperconvex space

a not on modular hyperconvex space

A Banach Space Determined by the Weil Height

Q × ́ and induces a metric topology in this group. We show that the completion of this metric space is a Banach space over the field R of real numbers. We further show that this Banach space is isometrically isomorphic to a co-dimension one subspace of L(Y,B, λ), where Y is a certain totally disconnected, locally compact space, B is the σ-algebra of Borel subsets of Y , and λ is a certain measur...