Definition
A space is locally peripherally compact if each point has arbitrarily small neighborhoods with compact boundaries.
Reference
G. K. Williams, Mappings and decompositions, Pacific. J. Math. Vol.45, No.1 (1973).
A space is locally peripherally compact if each point has arbitrarily small neighborhoods with compact boundaries.
G. K. Williams, Mappings and decompositions, Pacific. J. Math. Vol.45, No.1 (1973).