functors 中文意思是什麼
functors
解釋
仿函式-
We have proved that stml is a topological category and the category tml is a bireflective full subcategory of stml, the existence of some functors " right adjunction. based on [ 106 ], we have researched the limits and inverse limits in the category stml, given the other one kind of product of - smooth topological molecular lattices
以文[ 106 ]的相關概念為基礎，研究了范疇stml （ l ）中的極限與逆極限問題，從而給出了范疇stml （ l ）的另一種乘積，且這兩種乘積在范疇意義下是同構的。 -
5 arbib m a, manes e g. arrows, structures, and functors - the categorical imperative
正像態射的組合滿足結合律一樣，類型的組合也滿足結合律。 -
It differs from the traditional category theory in two directions : all morphisms have types and the composition of morphisms is not necessary a morphism. two aspects of application of typed category theory are discussed : cones and limits of knowledge complexity classes and knowledge completion with pseudo - functors
一個帶類型範疇是一個四元組k o ， m ， g ， t ，其中o是一組對象， m是一組態射，每個態射有一個類型，表示f是從a到b的態射，具有類型t 。 -
On dual functors in categories of twisted lie structures
結構范疇中的對偶函子 -
Set manipulation using functors
使用仿函數進行集合操縱 -
Connected sequence of functors
函子的連通序列 -
Functor being created and passed as one of the unary functors during the creation of the
時作為一個一元仿函數創建和傳遞的。 -
Category of functors
函子的范疇 -
Where the results of two unary functors are passed, as part of an
消息的一部分，需要傳遞兩個一元仿函數的結果作為二元仿函數的參數。 -
I ve covered a lot of ground in writing modular code using functors and higher order functions
我討論了用仿函數和高階函數編寫模塊的大量基礎知識。 -
The outputs from the evaluations of these two unary functors are passed to a built - in binary functor called
時是可見的。這兩個一元仿函數計算的輸出傳遞給稱為 -
Aside from the notion of higher order functions and functors or closures, fp also introduces the concept of
除了高階函數和仿函數（或閉包）的概念， fp還引入了 -
Hereditary torsion theories have been developed since the 1960 ' s and have been extensively studied by golan, gabriel, dickson, stenstrom, etc. in this thesis, combining hereditary torsion theories with morita contexts, we discuss the changes of some properties about hereditary torsion theories by the morita context functors and the covers and envelopes by a special category
本文主要將遺傳撓理論同moritacontexts結合，討論在moritacontext函子作用下關于遺傳撓理論的一些基本性質的轉移及變化，並通過一類特殊的模範疇對包與蓋進行探討 -
I ll conclude with a final example that demonstrates how set manipulation operations can be implemented using functors
我將用最後一個展示如何用仿函數實現集合操縱操作的例子作為結束。 -
Combining with the knowledge of chemical engineering, some evolutionary functors were improved, and a set of special encoding method and solution strategy was put forward according to the characteristics of the complex distillation system
針對復雜精餾系統特點並結合化工領域知識，對遺傳運算元進行了改進，給出了一套獨特的編碼方法和求解策略。 -
In the last section, we discuss the covers and envelopes both of which are of great importance in the field of ring theories. by the morita context functors we can transform from rx - cover ( envelope ) into sx - f - cover ( envelope ). finally they are further characterized by the particular properties of the direct limit
在第四部分中，我們對環論中十分重要的內容? ?包與蓋進行探討，通過一類特殊的模範疇_ rx （ _ sx ） ，使_ rx -包（蓋）在moritacontext函子作用下轉化為_ sx -包（蓋） ，最後利用正向極限的特性，進一步刻畫這類特殊的包與蓋。
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