推論是我們常用的思考方式，是我們獲得知識的重要方法，也是我們平日生活與行為高度依賴的心智活動。邏輯學是一門研究推論結構與特徵的形式科學。本書介紹的是各種形式邏輯學的基礎：初階符號邏輯，亦即基礎邏輯，包括命題邏輯以及述詞邏輯兩大部分。Inference is our common way of thinking, an important way for us to acquire knowledge, and a mental activity on which our daily lives and behaviors are highly dependent. Logic is a formal science that studies the structure and characteristics of inferences. This book introduces the basis of various formal logics: elementary symbolic logic, that is, basic logic, including propositional logic and predicate logic.
工業設計需妥善結合科學與美學，才可創新產品設計；在面對龐大的資訊網路、全球化的競爭及協同設計鏈的作業平台，需學習科學分析工具，以精確掌握設計初始化所需的策略脈動及知識優勢。也需適度運用理性化的設計法則，將設計結果轉換成設計鏈上下游共通的協定，以連接設計鏈的各環節。綜上所述，解析能力已成為設計者不可或缺的基本工具。
課程將以數學知識為基礎，闡述解析工具之間的共通性與特性，同時也使大學一年級新生對設計專業中所運用到的科學知識及工具有基本認識。課程中除了以數學知識作為理論之外，也將透過設計實務案例及Excel函數運算，介紹工業設計領域所需要的計量、統計、邏輯概念、設計的推演、設計策略與規劃…等，實際進行設計解析，讓學生進一步體驗及實作，冀能協助學生於設計過程遇到問題時，靈活解析問題並完成設計目標。
Industrial design needs to properly combine science and aesthetics in order to innovate product design; in the face of huge information networks, global competition and collaborative design chain operating platforms, it is necessary to learn scientific analysis tools to accurately grasp the requirements for design initialization. Strategic pulse and knowledge advantage. It is also necessary to use rational design rules appropriately to convert the design results into common protocols for the upstream and downstream of the design chain to connect all links of the design chain. In summary, analytical capabilities have become an indispensable basic tool for designers.
The course will be based on mathematical knowledge and explain the commonalities and characteristics of analytical tools. It will also provide first-year college freshmen with a basic understanding of the scientific knowledge and tools used in the design major. In addition to using mathematical knowledge as theory, the course will also introduce the measurement, statistics, logical concepts, design deduction, design strategy and planning required in the field of industrial design through design practical cases and Excel function operations, etc., to actually carry out design. Analysis allows students to further experience and practice, hoping to help students flexibly analyze problems and complete design goals when they encounter problems in the design process.
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| 評分項目 Grading Method | 配分比例 Grading percentage | 說明 Description |
|---|---|---|
| 出席率出席率 Attendance |
25 | |
| 平時成績平時成績 usual results |
25 | |
| 期中考試期中考試 midterm exam |
25 | |
| 期末考試期末考試 final exam |
25 |
