Submitted:
10 September 2022
Posted:
12 September 2022
You are already at the latest version
Abstract
We prove the continuous non-Archimedean (resp. p-adic) Banach space and Hilbert space versions of non-Archimedean (resp. p-adic) Welch bounds proved by M. Krishna. We formulate continuous non-Archimedean and p-adic functional Zauner conjectures.
Keywords:
Non-Archimedean valued field
; Non-Archimedean Banach space
; p-adic number field
; p-adic Banach space
; Welch bound
; Zauner conjecture
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