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生涯学習分科会（第81回）の開催について
from 文部科学省 新着情報
(2016-2-29 17:00)
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研究基盤環境形成作業部会（第1回） 配付資料
from 文部科学省 新着情報
(2016-2-29 17:00)
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数学イノベーション委員会（第25回） 議事録
from 文部科学省 新着情報
(2016-2-29 17:00)
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数学イノベーション委員会（第26回） 配付資料
from 文部科学省 新着情報
(2016-2-29 17:00)
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馳浩文部科学大臣記者会見録（平成28年2月26日）
from 文部科学省 新着情報
(2016-2-29 17:00)
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文部科学省大臣官房国際課非常勤職員（期間業務職員）採用のお知らせ
from 文部科学省 新着情報
(2016-2-29 17:00)
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Infinitary Logic
from Stanford Encyclopedia of Philosophy
(2016-2-27 13:24)
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[Revised entry by John L. Bell on February 26, 2016.
Changes to: Bibliography]
Traditionally, expressions in formal systems have been regarded as signifying finite inscriptions which are - at least in principle - capable of actually being written out in primitive notation. However, the fact that (first-order) formulas may be identified with natural numbers (via "Godel numbering") and hence with finite sets makes it no longer necessary to regard formulas as inscriptions, and suggests the...
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Ordinary Objects
from Stanford Encyclopedia of Philosophy
(2016-2-27 10:05)
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[Revised entry by Daniel Z. Korman on February 26, 2016.
Changes to: Main text, Bibliography, notes.html]
Our everyday experiences present us with a wide array of objects: dogs and cats, tables and chairs, trees and their branches, and so forth. These sorts of ordinary objects may seem fairly unproblematic in comparison to entities like numbers, propositions, tropes, holes, points of space, and moments of time. Yet, on closer inspection, they are at least as puzzling, if not more so. Reflection on Michelangelo's David and the piece of marble of which it is made threatens to lead to the surprising conclusion that these would have to be two...
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高大接続システム改革会議（第12回） 配付資料
from 文部科学省 新着情報
(2016-2-26 17:00)
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産業連携・地域支援部会 大学等における産学官連携リスクマネジメント検討委員会（第5回） 配付資料
from 文部科学省 新着情報
(2016-2-26 17:00)
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