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Countable-dimensional spaces: a survey

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Engelking R., Pol E.

Instytut Matematyczny Polskiej Akademii Nauk

EN

CONTENTS 1. Definitions and characterizations ...................................................5 2. Subspace theorems .....................................................................10 3. Addition and sum theorems..........................................................13 4. Cartesian product theorems.........................................................20 5. Compactification and completion theorems..................................24 6. Universal space theorems............................................................28 7. Mapping theorems .......................................................................29 8. Relations to other classes of infinite-dimensional spaces ............33 Bibliography......................................................................................38

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Quelques théorèmes de l'Algèbre de Boole et leurs applications topologiques

75%

Engelking R., Kuratowski K.

Fundamenta Mathematicae

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1961-1962

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tom 50

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nr 5

519-535

3

Some examples of Borel sets

66%

Engelking R., Holsztyński W., Sikorski R.

Colloquium Mathematicum

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1966

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tom 15

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nr 2

271-274

Ograniczanie wyników

1 Colloquium Mathematicum

1 Fundamenta Mathematicae

3 Engelking R.

1 Holsztyński W.

1 Kuratowski K.

1 Pol E.

1 Sikorski R.

1 1983

1 1966

1 1962

Countable-dimensional spaces: a survey

Quelques théorèmes de l'Algèbre de Boole et leurs applications topologiques

Some examples of Borel sets