原則之定義 The Definition of Principle

原則一詞，定義如次： 一人對特定集合存在原則，若且唯若此人對上開集合之元素各存在唯一評價[1]。	The word "principle" is defined as follows: A person has a principle for a certain set, if and only if, the person has a unique evaluation[1] for each of the elements in said set.
前開定義之符號表示法如次： ∃p(S)⇔∃!e(x)∀x∈S； 其中，p為原則，S為特定集合，e為評價，x為元素。	The symbolic expression of foresaid definition is as follows: ∃p(S)⇔∃!e(x)∀x∈S; Wherein p means said principle, S means said set, e means said evaluation, and x means said element.
以無原則為內容之原則，在相容邏輯系統下不存在於瞬間。	A principle with no principle as its content does not exist at an instant in a consistent logic system.
隨時空之原則變化，以對上開變化亦存在原則為限，始無指摘之餘地。	A temporary or spatial principle variation is not blamable, only if there is still a principle for said variation.

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Notes:

[1]

若評價係由無隱變數之函數所為，則對某元素存在唯一評價。

If evaluations come from a function with no implicit variable, there is a unique evaluation for an element.