集合縱含有實在,仍非實在。 | A set, even if it contains a substance, is still not a substance. |
資訊封包既集合後設層疊之映射,其後設資格者不存在時,即失附麗以致消滅。 | An information envelope, being a set of mappings of metalayers, when losing its metaqualifier, loses it dependency, resulting in its vanishment. |
資訊封包,係以罹於不存在後設資格者之資訊量作為閥值而定義之。 | An information envelope is defined by a threshold, which is the amount of information critical for a metaqualifier to exist for it. |
集合,其資訊量未減至上開閥值,或已逾之者,不認為資訊封包。 | A set before its amount of information decreases to or after that increases beyond said threshold, is not deemed an information envelope. |
Chinese: 吳爾軒的後設猜想
English: Narvis the Cloud's Metahypotheses
Japanese: ナルビスのメタ予想
Latin: Narvis Nubes Metahypotheses
English: Narvis the Cloud's Metahypotheses
Japanese: ナルビスのメタ予想
Latin: Narvis Nubes Metahypotheses
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2016-07-08
資訊封包
Information Envelope
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