discrete mathematics

基本解釋

Introducing temporal logic in discrete mathematics and foundations courses offers some tools to reason about concurrency.
在離散數(shù)學和基礎(chǔ)課程中引入時態(tài)邏輯令一些工具能處理并行。
But, I use discrete mathematics much more than calculus these days, so I need to go back and look at how to find the answer.
但是在這段時間里，我更多使用的是離散數(shù)學而不是微積分，所以我需要復習才能夠找出答案。
Mathematics: Students must take a minimum of seven mathematics courses, including calculus, probability, statistics, discrete mathematics, and differential equations.
數(shù)學：學生們至少要學習七門數(shù)學課程，包括微積分、概率、統(tǒng)計、離散數(shù)學和微分方程式。

Discrete e Mathematics 離散數(shù)學
Discrete Applied Mathematics 應(yīng)用離散數(shù)學;編委;離散應(yīng)用數(shù)學
discrete applied mathematics amsterdam 離散應(yīng)用數(shù)學
Discrete Mathematics and Combinatorics 離散數(shù)學和組合數(shù)學;組合數(shù)學專業(yè);離散數(shù)學;離散數(shù)學與組合學
Discrete Mathematics and Applications 離散數(shù)學及其運用

離散數(shù)學
Discrete Mathematics is one of the most important basic courses in computer science. For most students majoring in computer science, the course is among those most difficult ones.
離散數(shù)學是計算機專業(yè)最重要的基礎(chǔ)課程之一，也是最難學好的課程之一。