單調函數
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進一步的,嚴格關係在多數非全序的次序中很少使用,因此不介入它們的額外術語。
單調(monotone)函數也叫做isotone或序保持函數。
對偶概念經常叫做反單調、antitone或 ...
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維基百科,自由的百科全書
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單調函數
Introduction
一般定義
微積分和實分析中的單調性
序理論中的單調性
參考文獻
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延伸文章資訊
- 1單調函數- 維基百科,自由的百科全書 - Wikipedia
進一步的,嚴格關係<和>在多數非全序的次序中很少使用,因此不介入它們的額外術語。 單調(monotone)函數也叫做isotone或序保持函數。
- 2嚴格單調函數_百度百科
增函數和減函數統稱為單調函數,嚴格增函數和嚴格減函數統稱為嚴格單調函數。 中文名. 嚴格單調函數. 外文名. strictly monotonic function. 快速導航.
- 3什么是严格单调函数,有哪些一般性质,高数课本里有吗? - 知乎
以单调递增为例,“严格单调增加”与“单调增加”的区别是严格单调递增对于x1>x2都有f(x1)>f(x2)。…
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嚴格單調遞增函數 (或稱 絕對單調遞增函數 ) 用白話文講, 就是一路往上爬的函數。 換個方式說, 自變量x 越大, 函數值f(x) 就越大。 再換個方式說, 越往 ...
- 5PART 1:單調函數(02:56)
定理 若f 為嚴格增函數,則f'(x)\;{\rm{ > }}\;{\rm{0}} ,也就是在函數上任何點之切線斜率為正值。 定義 若{x_1} < {x_2} ,則f({x_1}) > f({...