Discrete mathematics - Wikipedia, the free encyclopedia Discrete mathematics is the study of mathematical structures that are fundamentally discrete rather than continuous. In contrast to real numbers that have the property of varying "smoothly", the objects studied ...
離散數學--大葉資工黃鈴玲老師的課程網頁 Discrete Mathematics 教科書：謝良瑜、陳志賢譯，離散數學，全華圖書，2008) 原文版：K. H. Rosen, "Discrete Mathematics and Its Applications", sixth edition. 課程綱要 中文版投影片 (ppt)： 第一章 基礎：邏輯與證明
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離散數學(2011年) Kenneth H. Rosen, Discrete Mathematics and Its Applications, 6/e, McRrawW-HILL(歐亞代理), 2007 ... 課程講義 網址 http://memo.cgu.edu.tw/shin-yan/ 整體教學目標 1. 介紹基本計數、邏輯、集合 ...
数学- 维基百科，自由的百科全书 数学（Mathematics）是利用符号语言研究數量、结构、变化以及空间等概念的一門学科，屬於形式科學的一種。借助语言阐述关系（如数量、结构、前后变化等关系）的 ...
离散数学- 维基百科，自由的百科全书 - 維基百科 像这样的图是离散数学的研究对象之一，它们拥有有趣的数学性质，可以作为现实世界用来解决 ... 离散数学是数学的几个分支的总称，研究基于离散空间而不是连续的数学结构。 ..... 中文）數學領域：離散數學(Episte Math); （中文）主題網站：離散數學 ...
Logic and Discrete Mathematics for Computer Scientists viii CONTENTS Preface Discrete mathematics is a required course in the undergraduate Computer Science curriculum. In a perhaps unsympathetic view, the standard presenta-tions (and there are many )the material in the course is treated as a discrete collect
Outline of discrete mathematics - Wikipedia, the free encyclopedia Subjects in discrete mathematics [edit] Logic – a study of reasoning Set theory – a study of collections of elements Number theory – Combinatorics – a study of counting Graph theory – Digital geometry and digital topology Algorithmics – a study of methods
predicate logic | Discrete Mathematics for Dummies Posts about predicate logic written by jasoninclass ... The predicate serves to make an assertion or denial about the subject of the sentence. x > 3 or x + y = 1 are assertions not propositions because the truth value you give them will depend on the valu
Propositional Logic | Discrete Mathematics for Dummies Posts about Propositional Logic written by jasoninclass ... (not P ^ (P v Q) => Q named Disjunctive Syllogism formerly known as modus tollendo ponens meaning if not P and P or Q then we can conclude Q.
