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Boolean powers as algebras of continuous functions

100%

Banaschewski B., Nelson E.

Instytut Matematyczny Polskiej Akademii Nauk

EN

CONTENTS Introduction................................................. 5 1. Fundamentals................................................ 7 2. Functorial aspects......................................... 11 3. Congruences.................................................. 18 4. Exponent laws................................................ 28 5. Finite A............................................................. 34 6. Boolean ultrapowers..................................... 37 7. Elementary properties.................................. 45 Concluding remarks.......................................... 49 References.......................................................... 50

2

On the adjointness between operations and relations and its impact on atomic compactness

92%

Nelson E.

Colloquium Mathematicum

|

1975

|

tom 33

|

nr 1

33-40

3

Equational compactness in infinitary algebras

74%

Banaschewski B., Nelson E.

Colloquium Mathematicum

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1973

|

tom 27

|

nr 2

197-205

4

Not every equational class of infinitary algebras contains a simple algebra

74%

Nelson E.

Colloquium Mathematicum

|

1974

|

tom 30

|

nr 1

27-30

5

Semilattices do not have equationally compact hulls

65%

Nelson E.

Colloquium Mathematicum

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1975-1976

|

tom 34

|

nr 1

1-5

Ograniczanie wyników

4 Colloquium Mathematicum

5 Nelson E.

2 Banaschewski B.

1 1980

2 1975

1 1974

1 1973

Boolean powers as algebras of continuous functions

On the adjointness between operations and relations and its impact on atomic compactness

Equational compactness in infinitary algebras

Not every equational class of infinitary algebras contains a simple algebra

Semilattices do not have equationally compact hulls