Ch01. Fuzzy Development
1.1 Why Fuzzy
1.2 Two Justifications
1.3 Linear vs. Nonlinear
1.4 Inference Rules
1.5 Three Types of Fuzzy System
1.6 Classification of Fuzzy Theory
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Week 02
Ch02. Fuzzy set
2.1 What is Fuzzy set
2.2 The Representation of Fuzzy Set
2.3 Basic Concepts
2.4 Fuzzy Operations
2.5 Further Operations on Fuzzy Sets
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Week 03
2.6 Classes of Fuzzy Complement
2.7 Fuzzy Union–S-Norms
2.8 Fuzzy Intersection–T-Norms
2.9 Python and Figure Library
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Week 04
Ch03. Fuzzy Relations and the Extension Principle
3.1 Classical Relations
3.2 Fuzzy Relation
3.3 Projections and Cylindrical Extensions
3.4 Python and Figure Library
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Week 05
3.4 Composition of Fuzzy Relations
3.5 The Extension Principle
3.6 Examples
3.7 Python and Figure Library
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Week 06
Ch04. Linguistic Variables and Fuzzy IF-THEN Rules
4.1 Numerical Variables
4.2 Linguistic Variables
4.3 Fuzzy IF-THEN Rules
4.4 Basic Interpretation of the IF-THEN Operation
4.5 Implication of the IF-THEN Operation
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Week 07
Ch05. Logic from Classical to Fuzzy
5.1 Classical Logic
5.2 Logic Function
5.3 Fuzzy Logic
5.4 The Compositional Rule of Inference
5.5 Examples
5.6 Python and Figure Library
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Week 08
Ch 6. Fuzzy Rule Base and Fuzzy Inference Engine
6.1 Fuzzy Rule Base
6.2 Properties of Set of Rules
6.3 Fuzzy Inference Engine
6.4 Composition Based Inference
Ch07. Fuzzifiers
7.1 Fuzzy Systems with Fuzzifier and Defuzzifier
7.2 Three Fuzzifiers
7.3 Defuzzifiers
7.4 Examples
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Week 09
Formative Review
Midterm Examination
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Week 10
Ch08. Possibility Theory
8.1 Fuzzy Measures
8.2 Basic Probability Assignment
8.3 Evidence Theory with Prob. Assignment
8.4 Examples
8.5 Python and Figure Library
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Week 11
Ch 09. Possibility Theory with Nested Focal Elements
9.1 Consonant
9.2 Formula with Nested Condition
9.3 Association Property
9.4 Possibility Distribution Function
9.5 Examples
9.6 Python and Figure Library
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Week 12
h10. Fuzzy Set and Possibility Theory
10.1 The Degree of Possibility
10.2 The Basic Concept
10.3 The Construction of r-measure
Ch11. Possibility Theory vs. Probability Theory
11.1 The Property of Prob. Measure
11.2 The Special Case
11.3 Theorem about Special Sense
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Week 13
Ch12 Review and Summary
12.1 Development History
12.2 The Intuitive Approach to Possibility
12.3 Possibility Distribution
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Week 14
Ch 13 Type-2 Fuzzy Logic Systems
13.1 General Rule-based FLS
13.2 Representations
13.3 Type-1 vs. Type-2 Fuzzy Set
13.4 Type-2 Fuzzy Set–Vertical Slice
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Week 15
13.5 Secondary Membership Function
13.6 Primary Membership/Secondary Grade
13.7 Examples
13.8 Python and Figure Library
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Week 16
期末論文報告(I)
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Week 17
期末論文報告(II)
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Week 18
期末考
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教育目標
1.具獨立從事學術研究或產品創新研發之人才
2.具團隊合作精神及科技整合能力,並在團隊中扮演領導、規劃、管理之角色
3.具自我挑戰與終身學習能力之人才
4.具有學術倫理、工程倫理、國際觀之人才
核心能力
1.具有資訊工程與科學領域之專業知識(Competence in computer science and computer engineering.)
2.具有創新思考、問題解決、獨立研究之能力(Be creative and be able to solve problems and to perform independent research.)
3.具有撰寫中英文專業論文及簡報之能力(Demonstrate good written, oral, and communication skills, in both Chinese and English.)
4.具策劃及執行專題研究之能力(Be able to plan and execute projects.)
5.具有溝通、協調、整合及進行跨領域團隊合作之能力(Have communication, coordination, integration skills and teamwork in multi-disciplinary settings.)
6.具有終身學習與因應資訊科技快速變遷之能力(Recognize the need for, and have the ability to engage in independent and life-long learning.)
7.認識並遵循學術與工程倫理(Understand and commit to academic and professional ethics.)
8.具國際觀及科技前瞻視野(Have international view and vision of future technology.)