Introduzione
Abstract
En
Given a topological space and a subset
 and a subset  of
 of  , the topology
, the topology  is called the simple extension of
 is called the simple extension of  by
 by  (see Levine 3).Here we show how to recognize when two subsets
 (see Levine 3).Here we show how to recognize when two subsets  and
 and  of
 of  define the same simple extension of
 define the same simple extension of  and we give a characterization of those expansions of
 and we give a characterization of those expansions of  which are simple extensions of
 which are simple extensions of  by suitable subsets of
 by suitable subsets of  .
.
		Given a topological space
 and a subset
 and a subset  of
 of  , the topology
, the topology  is called the simple extension of
 is called the simple extension of  by
 by  (see Levine 3).Here we show how to recognize when two subsets
 (see Levine 3).Here we show how to recognize when two subsets  and
 and  of
 of  define the same simple extension of
 define the same simple extension of  and we give a characterization of those expansions of
 and we give a characterization of those expansions of  which are simple extensions of
 which are simple extensions of  by suitable subsets of
 by suitable subsets of  .
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