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from ¸üÀ¸Ï«Æ¯¾Ê¿·Ãå¾ðÊó
(2024-9-24 17:00)
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from ¸üÀ¸Ï«Æ¯¾Ê¿·Ãå¾ðÊó
(2024-9-24 15:01)
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Intuitionistic Type Theory
from Stanford Encyclopedia of Philosophy
(2024-9-24 14:02)
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[Revised entry by Peter Dybjer and Erik Palmgren on September 23, 2024.
Changes to: Main text, Bibliography]
Intuitionistic type theory (also constructive type theory or Martin-Lof type theory) is a formal logical system and philosophical foundation for constructive mathematics. It is a full-scale system which aims to play a similar role for constructive mathematics as Zermelo-Fraenkel Set Theory does for classical mathematics. It is based on the...
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from ¸üÀ¸Ï«Æ¯¾Ê¿·Ãå¾ðÊó
(2024-9-24 14:00)
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from ʸÉô²Ê³Ø¾Ê¡¡¿·Ãå¾ðÊó
(2024-9-24 14:00)
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¥Ç¥¸¥¿¥ë³Ø½¬´ðÈׯÃḚ̂Ѱ÷²ñ(Âè5²ó)¤Î³«ºÅ¤Ë¤Ä¤¤¤Æ
from ʸÉô²Ê³Ø¾Ê¡¡¿·Ãå¾ðÊó
(2024-9-24 14:00)
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±§Ãè³«È¯ÍøÍÑÉô²ñ¡ÊÂè90²ó¡Ë¤Î³«ºÅ¤Ë¤Ä¤¤¤Æ
from ʸÉô²Ê³Ø¾Ê¡¡¿·Ãå¾ðÊó
(2024-9-24 14:00)
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Ãæ±û¶µ°é¿³µÄ²ñ½éÅùÃæÅù¶µ°éʬ²Ê²ñ¶µ°÷ÍÜÀ®Éô²ñ¡ÊÂè144²ó¡Ë¤Î³«ºÅ¤Ë¤Ä¤¤¤Æ
from ʸÉô²Ê³Ø¾Ê¡¡¿·Ãå¾ðÊó
(2024-9-24 14:00)
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Truthmakers
from Stanford Encyclopedia of Philosophy
(2024-9-24 13:08)
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[Revised entry by Fraser MacBride and Christopher Daly on September 23, 2024.
Changes to: Main text, Bibliography]
This much is agreed: "x makes it true that p" is a construction that signifies, if it signifies anything at all, a relation borne to a truth-bearer by something else, a truth-maker. But it isn't generally agreed what that something else might be, or what truth-bearers are, or what the character might be of the relationship that holds, if it does, between them, or even whether such a relationship ever does hold. Indeed sometimes there's barely enough agreement amongst the parties to the...
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from ʸÉô²Ê³Ø¾Ê¡¡¿·Ãå¾ðÊó
(2024-9-24 12:00)
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