Introduzione
Abstract
En
Given a countably paracompact normal space with a closed subspace
 with a closed subspace  and a finite derected graph
 and a finite derected graph  with a subgraph
 with a subgraph  , there are bijections from the sets of homotopy classes
, there are bijections from the sets of homotopy classes  and
 and  to the sets of o*-homotopy classes
 to the sets of o*-homotopy classes  and
 and  respectively (see 3).Here we prove,by some examples,that certain conditions on
 respectively (see 3).Here we prove,by some examples,that certain conditions on  weaker than the ones required in (3) are not sufficent to prove the results given above.
 weaker than the ones required in (3) are not sufficent to prove the results given above.
		Given a countably paracompact normal space
 with a closed subspace
 with a closed subspace  and a finite derected graph
 and a finite derected graph  with a subgraph
 with a subgraph  , there are bijections from the sets of homotopy classes
, there are bijections from the sets of homotopy classes  and
 and  to the sets of o*-homotopy classes
 to the sets of o*-homotopy classes  and
 and  respectively (see 3).Here we prove,by some examples,that certain conditions on
 respectively (see 3).Here we prove,by some examples,that certain conditions on  weaker than the ones required in (3) are not sufficent to prove the results given above.
 weaker than the ones required in (3) are not sufficent to prove the results given above.DOI Code:
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