Completion of Locally Convex Cones
Abstract
We define the concept of completion for locally convex cones. We
show that how a locally convex cone with $(SP)$ can be embedded as an
upper dense subcone in an upper complete locally
convex cone with $(SP)$. We prove that every upper complete locally
convex cone with $(SP)$ is also symmetric complete.
show that how a locally convex cone with $(SP)$ can be embedded as an
upper dense subcone in an upper complete locally
convex cone with $(SP)$. We prove that every upper complete locally
convex cone with $(SP)$ is also symmetric complete.
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