O nieusuwalności podmiotu matematycznego
In the paper the author attempts to show that the Mathematical Subject is irremovable from the Philosophy of Mathematics. In doing so he wants to argue, first, that Church's Thesis should be seen as a statement about the Mathematical Subject. Second, he wants to show that philosophical relation...
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2010-05-01
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doaj-1877973cbd6a410788829ffeef19edf72020-11-25T01:42:57ZdeuCopernicus Center PressZagadnienia Filozoficzne w Nauce0867-82862451-06022010-05-0146100117163O nieusuwalności podmiotu matematycznegoAdam Olszewski0Uniwersytet Papieski Jana Pawła II; Centrum Kopernika Badań InterdyscyplinarnychIn the paper the author attempts to show that the Mathematical Subject is irremovable from the Philosophy of Mathematics. In doing so he wants to argue, first, that Church's Thesis should be seen as a statement about the Mathematical Subject. Second, he wants to show that philosophical relations between some problems such as Koenig's lemma vs Fan theorem, or Goedel's theorem on incompleteness vs. Halting problem, could be better grasped within the framework of the Mathematical Subject.http://zfn.edu.pl/index.php/zfn/article/view/170Church's thesisfan theoremKoenig's lemmamathematical subject |
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DOAJ |
language |
deu |
format |
Article |
sources |
DOAJ |
author |
Adam Olszewski |
spellingShingle |
Adam Olszewski O nieusuwalności podmiotu matematycznego Zagadnienia Filozoficzne w Nauce Church's thesis fan theorem Koenig's lemma mathematical subject |
author_facet |
Adam Olszewski |
author_sort |
Adam Olszewski |
title |
O nieusuwalności podmiotu matematycznego |
title_short |
O nieusuwalności podmiotu matematycznego |
title_full |
O nieusuwalności podmiotu matematycznego |
title_fullStr |
O nieusuwalności podmiotu matematycznego |
title_full_unstemmed |
O nieusuwalności podmiotu matematycznego |
title_sort |
o nieusuwalności podmiotu matematycznego |
publisher |
Copernicus Center Press |
series |
Zagadnienia Filozoficzne w Nauce |
issn |
0867-8286 2451-0602 |
publishDate |
2010-05-01 |
description |
In the paper the author attempts to show that the Mathematical Subject is irremovable from the Philosophy of Mathematics. In doing so he wants to argue, first, that Church's Thesis should be seen as a statement about the Mathematical Subject. Second, he wants to show that philosophical relations between some problems such as Koenig's lemma vs Fan theorem, or Goedel's theorem on incompleteness vs. Halting problem, could be better grasped within the framework of the Mathematical Subject. |
topic |
Church's thesis fan theorem Koenig's lemma mathematical subject |
url |
http://zfn.edu.pl/index.php/zfn/article/view/170 |
work_keys_str_mv |
AT adamolszewski onieusuwalnoscipodmiotumatematycznego |
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1725034102512418816 |