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Ukraine-Krieg: Befreite Orte liegen in Trümmern
from DER SPIEGEL - Schlagzeilen
(2022-4-7 1:55)
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Der Abzug der russischen Truppen gibt den Blick auf Orte in der Nähe von Kiew frei, die lange umkämpft waren. Videoaufnahmen zeigen das Ausmaß der Zerstörungen. Eine Autobahn ist übersät mit Wracks.
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Israel: Kommt Benjamin Netanyahu zurück an die Macht?
from DER SPIEGEL - Schlagzeilen
(2022-4-7 1:47)
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EineÜberläuferin hat Israels Regierung um Naftali Bennett die Parlamentsmehrheit gekostet. Nun wittert Ex-Premier Benjamin Netanyahu eine neue Chance. Dabei kommt die Krise zu einer denkbar schlechten Zeit für das Land.
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The Perils of Wartime Adoption: "We Promised Bridget We Would Come Get Her"
from DER SPIEGEL - Schlagzeilen
(2022-4-7 1:45)
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An American couple signed up for a surrogate child from a Ukrainian agency, but the girl was born with disabilities. The parents rejected her. Now, Bridget is six and a different American family is trying to adopt her. Their efforts have been hampered by the war.
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第79回新型コロナウイルス感染症対策アドバイザリーボード資料（令和4年4月6日）を掲載しました
from 厚生労働省新着情報
(2022-4-6 23:00)
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検疫所が確保する宿泊施設での待機・誓約書の提出についてページを更新しました。
from 厚生労働省新着情報
(2022-4-6 20:45)
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第18回ワクチン小委員会議事録
from 厚生労働省新着情報
(2022-4-6 19:53)
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第３回健康・医療・介護情報利活用検討会医療情報ネットワークの基盤に関するWG議事録
from 厚生労働省新着情報
(2022-4-6 18:54)
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The Notation in Principia Mathematica
from Stanford Encyclopedia of Philosophy
(2022-4-6 9:41)
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[Revised entry by Bernard Linsky on April 5, 2022.
Changes to: Main text, Bibliography, dots.html]
Principia Mathematica [PM] by A.N. Whitehead and Bertrand Russell, published 1910 - 1913 in three volumes by Cambridge University Press, contains a derivation of large portions of mathematics using notions and principles of symbolic logic. The notation in that work has been superseded by the subsequent development of logic during the 20th century, to the extent that the beginner has trouble reading PM at all. This article provides an introduction to the symbolism of PM, showing how that symbolism can...
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Lunder
from Internet Encyclopedia of Philosophy
(2022-4-6 4:25)
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The Compactness Theorem The compactness theorem is a fundamental theorem for the model theory of (classical) propositional and first-order logic. As well as having importance in several areas of mathematics, such as algebra and combinatorics, it also helps to pinpoint the strength of these logics, which are the standard ones used in mathematics and arguably … Continue reading Lunder →
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Consciousness and Intentionality
from Stanford Encyclopedia of Philosophy
(2022-4-5 12:06)
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[Revised entry by Charles Siewert on April 4, 2022.
Changes to: Main text, Bibliography, arguments-intentionalism.html, consciousness-self.html, phenomenology-intentionalism.html]
To say you are in a state that is (phenomenally) conscious is to say - on a certain understanding of these terms - that you have an experience, or a state there is something it's like for you to be in. Feeling pain or dizziness, appearances of color or shape, and episodic thought are some widely accepted examples. Intentionality, on the other hand, has to do with the directedness, aboutness, or reference of mental states - the fact that, for example, you think of or about...
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