Add to ORKGThis paper is a sequel to Classifying shape fibrations and pro-fibrations by Hastings and Waner [HW]. We shall use the categories Top of compactly generated spaces, TopN of towers of compactly generated spaces and levelwis
AbstractIn this paper, we construct many shape fibrations having curious properties. These examples ...
In this note the cotelescope construction of fibrant extension (Cathey, 1979) of compacta is used to...
In this note the cotelescope construction of fibrant extension (Cathey, 1979) of compacta is used to...
This paper is a sequel to Classifying shape fibrations and pro-fibrations by Hastings and Waner [HW]...
We use techniques of J.P. May to construct classifying spaces for fibrations in the category of inve...
We use techniques of J.P. May to construct classifying spaces for fibrations in the category of inve...
We begin this paper by studying the construction of principal fibrations associated to F-fibrations ...
We begin this paper by studying the construction of principal fibrations associated to F-fibrations ...
AbstractWe begin this paper by studying the construction of principal fibrations associated to F-fib...
AbstractThe notions of pro-fibration and approximate pro-fibration for morphisms in the pro-category...
AbstractThe notion of shape fibration was introduced by Mardešić and Rushing. In this paper we use ‘...
AbstractOur main interest in this paper is further investigation of the concept of (PL) fibrators (i...
For any metric compactum B, we define categories MB, RB and FRB whose objects are all maps af compac...
Abstract. The notion of shape fibration between compact met-ric spaces was introduced by S. Mardeši...
In [2] and [3], Coram and Duvall introduced the notion of approximate fibrations and they characteri...
AbstractIn this paper, we construct many shape fibrations having curious properties. These examples ...
In this note the cotelescope construction of fibrant extension (Cathey, 1979) of compacta is used to...
In this note the cotelescope construction of fibrant extension (Cathey, 1979) of compacta is used to...
This paper is a sequel to Classifying shape fibrations and pro-fibrations by Hastings and Waner [HW]...
We use techniques of J.P. May to construct classifying spaces for fibrations in the category of inve...
We use techniques of J.P. May to construct classifying spaces for fibrations in the category of inve...
We begin this paper by studying the construction of principal fibrations associated to F-fibrations ...
We begin this paper by studying the construction of principal fibrations associated to F-fibrations ...
AbstractWe begin this paper by studying the construction of principal fibrations associated to F-fib...
AbstractThe notions of pro-fibration and approximate pro-fibration for morphisms in the pro-category...
AbstractThe notion of shape fibration was introduced by Mardešić and Rushing. In this paper we use ‘...
AbstractOur main interest in this paper is further investigation of the concept of (PL) fibrators (i...
For any metric compactum B, we define categories MB, RB and FRB whose objects are all maps af compac...
Abstract. The notion of shape fibration between compact met-ric spaces was introduced by S. Mardeši...
In [2] and [3], Coram and Duvall introduced the notion of approximate fibrations and they characteri...
AbstractIn this paper, we construct many shape fibrations having curious properties. These examples ...
In this note the cotelescope construction of fibrant extension (Cathey, 1979) of compacta is used to...
In this note the cotelescope construction of fibrant extension (Cathey, 1979) of compacta is used to...