Erinevus lehekülje "Kontiinumi hüpotees" redaktsioonide vahel

P (Parandasin cite-mallide kuupäevade vormistust)
*[[Paul Cohen|Paul J. Cohen]]. The Independence of the Continuum Hypothesis. – ''[[Proceedings of the National Academy of Sciences of the United States of America]]'', [[1963]], kd 50, nr 6, 15. detsember 1963, lk 1143–1148. [http://www.ncbi.nlm.nih.gov/pmc/articles/PMC221287/ Veebiversioon.]
*[[Paul Cohen|Paul J. Cohen]]. The Independence of the Continuum Hypothesis, II. – ''[[Proceedings of the National Academy of Sciences of the United States of America]]'', [[1963]], kd 51, nr 1, 15. jaanuar 1964, lk 105–110. [http://www.ncbi.nlm.nih.gov/pmc/articles/PMC300611/ Veebiversioon.]
* Martin, D. (1976). "Hilbert's first problem: the continuum hypothesis," in ''Mathematical Developments Arising from Hilbert's Problems,'' Proceedings of Symposia in Pure Mathematics XXVIII, F. Browder, editor. American Mathematical Society, 1976, pp. 81–92. ISBN 0-8218-1428-1
*[[Herbert Enderton]]. ''Elements of Set Theory'', Academic Press [[1977]].
*[[Kurt Gödel|K. Gödel]]. What is Cantor's Continuum Problem? – Ümbertrükk raamatus: Benacerraf, Putnam (toim). ''Philosophy of Mathematics'', 2. trükk, Cambridge University Press 1983. (Resümee Gödeli argumentidest kontiinumi hüpoteesi vastu.)
*[[Chris Freiling]]. Axioms of Symmetry: Throwing Darts at the Real Number Line. – ''[[Journal of Symbolic Logic]]'', [[1986]], lk 51, nr 1, lk 190–200.
*H. G. Dales, W. H. Woodin. ''An Introduction to Independence for Analysts'', Cambridge [[1987]].
*[[Matt Foreman]]. [http://www.math.helsinki.fi/logic/LC2003/presentations/foreman.pdf Has the Continuum Hypothesis been Settled?], [[2003]] (pdf)
*[[Solomon Feferman]]. [Is the Continuum Hypothesis a definite mathematical problem? http://math.stanford.edu/~feferman/papers/IsCHdefinite.pdf]. – [http://logic.harvard.edu/efi.php Exploring the Frontiers of Independence] (Harvardi loenguseeria [[2011]]) ([http://math.stanford.edu/~feferman/papers/IsCHdefinite-slides.pdf Loenguslaidid])
*{{cite web
| first = Peter | last = Koellner
| authorlink = Peter Koellner
| url = http://logic.harvard.edu/EFI_CH.pdf
| title = The Continuum Hypothesis
| work = Exploring the Frontiers of Independence (Harvard lecture series)
| year = 2011a
}}
*{{cite web
| first = Peter | last = Koellner
| url = http://logic.harvard.edu/EFI_Feferman_comments.pdf
| title = Feferman On the Indefiniteness of CH
| year = 2011b <!-- not sure of this, it might be 2012 -->
}}
*{{Cite book
| last1=Kunen
| author=Kenneth Kunen.
}}
*[[Kurt Gödel|K. Gödel]]. What is Cantor's Continuum Problem? – Ümbertrükk raamatus: Benacerraf, Putnam (toim). ''Philosophy of Mathematics'', 2. trükk, Cambridge University Press 1983. (Resümee Gödeli argumentidest kontiinumi hüpoteesi vastu.)
*[[Chris Freiling]]. Axioms of Symmetry: Throwing Darts at the Real Number Line. – ''[[Journal of Symbolic Logic]]'', [[1986]], lk 51, nr 1, lk 190–200.
*H. G. Dales, W. H. Woodin. ''An Introduction to Independence for Analysts'', Cambridge [[1987]].
*{{Cite journal
| first = Penelope | last = Maddy
| publisher = Association for Symbolic Logic
| jstor=2274520}}
*[[Matt Foreman]]. [http://www.math.helsinki.fi/logic/LC2003/presentations/foreman.pdf Has the Continuum Hypothesis been Settled?], [[2003]] (pdf)
* Martin, D. (1976). "Hilbert's first problem: the continuum hypothesis," in ''Mathematical Developments Arising from Hilbert's Problems,'' Proceedings of Symposia in Pure Mathematics XXVIII, F. Browder, editor. American Mathematical Society, 1976, pp.&nbsp;81–92. ISBN 0-8218-1428-1
*{{Cite web
| author = McGough, Nancy
| url = http://www.ams.org/notices/200107/fea-woodin.pdf
|format=PDF}}
*[[Solomon Feferman]]. [Is the Continuum Hypothesis a definite mathematical problem? http://math.stanford.edu/~feferman/papers/IsCHdefinite.pdf]. – [http://logic.harvard.edu/efi.php Exploring the Frontiers of Independence] (Harvardi loenguseeria [[2011]]) ([http://math.stanford.edu/~feferman/papers/IsCHdefinite-slides.pdf Loenguslaidid])
*{{cite web
| first = Peter | last = Koellner
| authorlink = Peter Koellner
| url = http://logic.harvard.edu/EFI_CH.pdf
| title = The Continuum Hypothesis
| work = Exploring the Frontiers of Independence (Harvard lecture series)
| year = 2011a
}}
*{{cite web
| first = Peter | last = Koellner
| url = http://logic.harvard.edu/EFI_Feferman_comments.pdf
| title = Feferman On the Indefiniteness of CH
| year = 2011b <!-- not sure of this, it might be 2012 -->
}}
 
[[Kategooria:Hulgateooria]]