February 2011
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“Bibliography   [edit]Works by Whitehead 1898. A Treatise on Universal Algebra...”
– http://en.wikipedia.org/wiki/Alfred_North_Whitehead#Bibliography
Feb 1st
“Career McTaggart claims to have had an illness in which she identified...”
– http://en.wikipedia.org/wiki/Lynne_McTaggart#Personal
Feb 1st
“Lynne McTaggart (born 1951) is an American journalist, author, publisher and...”
– http://en.wikipedia.org/wiki/Lynne_McTaggart
Feb 1st
note: Lynne McTaggart →
Feb 1st
“László describes how such an informational field can explain why our universe...”
– http://en.wikipedia.org/wiki/Ervin_László
Feb 1st
“Akashic Field Theory His 2004 book, Science and the Akashic Field: An Integral...”
– http://en.wikipedia.org/wiki/Ervin_László
Feb 1st
“In 1984, he was co-founder with Béla H. Bánáthy, Riane Eisler, John Corliss,...”
– http://en.wikipedia.org/wiki/Ervin_László
Feb 1st
“Publications Recent works, a selection The Systems View of the World: A...”
– http://en.wikipedia.org/wiki/Ervin_László
Feb 1st
“a Hungarian philosopher of science, systems theorist, integral theorist,...”
– http://en.wikipedia.org/wiki/Ervin_László
Feb 1st
Ervin László (born 1932 in Budapest, Hungary)  →
Feb 1st
note: アーヴィン ラズロ →
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note →
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“An excess of childhood is the germ of a poem.”
– Bachelard (via yama-bato)
Feb 1st
26 notes
“Everybody is a genius. But, if you judge a fish by its ability to climb a tree,...”
– Albert Einstein (via -clu-)
Feb 1st
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“著書 [編集] 単著 [編集] A System of Logistic, (Harvard University press, 1934)....”
– http://ja.wikipedia.org/wiki/ウィラード・ヴァン・オーマン・クワイン
Feb 1st
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280 notes
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緊迫化するエジプト情勢と今後の見通し (pdf) →
Feb 1st
2 notes
ブロードバンド市場~早くも成熟化が強まる:IT主要分野の市場予測 (pdf) →
Feb 1st
7 notes
高校の進路指導・キャリア教育に関する調査~進路指導を「非常に難しいと感じている」割合、約4割に...... →
Feb 1st
2 notes
放送メディア市場~本格的な多メディア時代へ:IT主要分野の市場予測 (pdf) →
Feb 1st
ハード市場~新興国の需要が一気に拡大:IT主要分野の市場予測 (pdf) →
Feb 1st
3 notes
Infinity Imagined: Time Dilation. →
infinity-imagined: The behavior of objects with mass is to move at the speed of light through time. This is a direct consequence of applying time dilation . Massless objects experience no time. This can be descried with a Lorentz transformation. The solid black lines represent your subjective reference…
Feb 1st
10 notes
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Listenpork2k: Albert Einstein explains his famous...
Feb 1st
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January 2011
note: quantum biology →
Jan 31st
note: 生体 量子 →
Jan 31st
note: 生体 情報 ホログラフィー →
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note: 情報 ホログラフィー →
Jan 31st
note: ホログラフィー 量子 →
Jan 31st
“その他の次元量としては「情報次元」があり、これは箱のサイズが小さくなってゆくときに、ある占められた箱を特定するために必要とされる平均情報量がどれだけ変化するかを考...”
– http://ja.wikipedia.org/wiki/フラクタル次元
Jan 31st
“現実世界のデータのフラクタル次元の概算 [編集] ...”
– http://ja.wikipedia.org/wiki/フラクタル次元
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fractal dimension →
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グラス・ハーモニカ →
Jan 31st
Franz Anton Mesmer 1734 5 23 →
Jan 31st