Kontakt
Kako kupovati
Dostava
Savjetnik za kupnju
Forcing Isomorphisms Between Dense Sets of Reals
A Classic Result of Modern Set Theory
Engleski
106 b
Do 30 dana za povrat
Kupci su kupili i
/
Meki uvez
22.43
€
/
Meki uvez
15.56
€
/
Meki uvez
7.67
€
/
Meki uvez
28.90
€
/
Meki uvez
42.15
€
/
Meki uvez
51.85
€
/
Meki uvez
14.35
€
In founding set theory, Cantor showed that the cardinality of the set Q of rational numbers is countably infinite; that Q may be extended by completion to obtain the set R of real numbers (we say that Q is countably dense in R); that any other countably dense subset of R is isomorphic to Q; and that R itself is uncountably infinite. The question then naturally arises whether all uncountably dense subsets of R of the same cardinality must also be isomorphic. Decades later, a negative answer was given when a model of set theory was constructed in which many uncountably dense subsets of R fail to be isomorphic. On the other hand, Baumgartner has shown by the method of forcing that another model exists in which all dense subsets of R of the least uncountable cardinality are isomorphic. Presented here is a detailed yet expository account of Baumgartner's famous result with a brief discussion of its relevance to forcing axioms in contemporary set theory.
Informacije o knjizi
Engleski
Kategorija
Poklonite ovu knjigu još danas
To je jednostavno
1 Dodajte knjigu u košaricu i odaberite isporuku kao poklon 2 Zauzvrat ćemo vam poslati kupon 3 Knjiga dolazi na adresu poklonoprimcaMoglo bi vas zanimati i
/
Meki uvez
14.24
€
/
Note
10.10
€
/
Meki uvez
7.67
€
/
Meki uvez
84.61
€
Dobar dan! Ja sam Libroamiko, vaš književni savjetnik.
Kako vam mogu pomoći?