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Primitive extensions of
Aronszajn spaces
Thomas M. Phillips |
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Vol. 77 (1978), No. 1, 233–242
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Abstract |
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The concept of a primitive representative of a primitive sequence is used to describe an internal property of a space which permits the construction of a model for a completion of an arbitrary completable Aronszajn space. It is shown that all the members of countable collection of completions of a given space contain a copy of a single completion of this form. |
Mathematical Subject Classification
Primary: 54E65, 54E65
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Milestones
Received: 25 May 1977
Revised: 27 September 1977
Published: 1 July 1978
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Authors |
| Thomas M. Phillips | |
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