um-Topology in multi-normed vector lattices
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DOI: 10.1007/s11117-017-0533-6
Abstract: Let $${\mathcal {M}}=\{m_\lambda \}_{\lambda \in \Lambda }$$M={mλ}λ∈Λ be a separating family of lattice seminorms on a vector lattice X, then $$(X,{\mathcal {M}})$$(X,M) is called a multi-normed vector lattice (or MNVL). We write $$x_\alpha \xrightarrow {\mathrm… read more here.
Keywords: normed vector; topology; vector lattices; multi normed ... See more keywords