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10202 自然科學
普通物理二
林秀豪 教授

近年來,普通物理的課本越長越厚。老師怎麼教?學生如何讀?物理系專業的課程,教科書也沒長到這般怪獸的厚度,這真的是最有效率的學習方法嗎?我不以為然。在99學年,我決意進行一項普物教學的改革:每個學期我只教十個問題...

Ten Questions we will discuss this semester
Q1: Why are most materials charge neutral?
Chapter 21 – Electric Charge and Electric Field
Chapter 22 – Gauss’s Law

Q2: What causes lightning?
Chapter 22 – Electric Potential Chapter 24– Capacitance, Dielectrics, Electric Energy Storage

Q3: Can magnetic forces do work?
Chapter 27 – Magnetism

Q4: How does the geomagnetic field arise?
Chapter 28 – Sources of Magnetic Field

Q5: Why can light propagate in vacuum?
Chapter 29 – Electromagnetic Induction and Faraday’s Law
Chapter 30 – Inductance, Electromagnetic Oscillations and AC Circuits
Chapter 31 – Maxwell equations and Electromagnetic Waves

Q6: What is the nature of light?
Chapter 34 – The Wave Nature of Light; Interference
Chapter 37 – Early Quantum Theory and Models of the Atom

Q7: Why are atoms stable?
Chapter 38 – Quantum Mechanics
Chapter 39 – Quantum Mechanics of Atoms

Q8: How is the secret of life encoded?
Chapter 40 – Molecules and Solids

Q9: How can we date fossils?
Chapter 42 – Nuclear Physics and Radioactivity

Q10: What are the building blocks of our universe?
Chapter 43 – Elementary Particles Chapter 44 – Astrophysics and Cosmology


Lectures (Spring, 2014)

【Week 1】
 Feb 18 (Tue) Course introduction Feb 20 (Thu) Why are most materials charge neutral?


【Week 2】
 Feb 25 (Tue) Coulomb’s law and electric field Feb 27 (Thu) Gauss’s law

【Week3】
 Mar 4 (Tue) What causes lightning? Mar 6 (Thu) electrostatic potential energy

【Week4】
 Mar 11 (Tue) Can magnetic forces do work? Mar 13 (Thu) Hall effect

【Week5】
 Mar 18 (Tue) Magnetic materials Mar 20 (Thu) How does the geomagnetic field arise?

【Week6】
 Mar 25 (Tue) Biot-Savart law Mar 27 (Thu) Ampere’s law

【Week7】
 Apr 1 (Tue) Why can light propagate in vacuum? Apr 3 (Thu) 校際活動週(停課) Week 8 


【Week8】

 Apr 8 (Tue) dynamics of electric and magnetic fields Apr 10 (Thu) Maxwell equations

【Week9】
 Apr 15 (Tue) Maxwell equation 2 Apr 17 (Thu) energy and momentum in EM waves

【Week 10】
 Apr 20 (Sun) 期中考 Apr 22 (Tue) 期中考講解 Apr 24 (Thu) What is the nature of light?

【Week 11】
 Apr 29 (Tue) resolution limit May 1 (Thu) blackbody radiation 

【Week 12】
 May 6 (Tue) Why are atoms stable? May 8 (Thu) de Broglie wave 

【Week 13 】
 May 13 (Tue) Schrodinger equation May 15 (Thu) Schrodinger equation 2

【Week 14 】
 May 20 (Tue) angular momentum and spin May 22 (Thu) Pauli exclusion principle

【Week 15】
 May 27 (Tue) How is the secret of life encoded? May 29 (Thu) band theory of solids

【Week 16】
 Jun 3 (Tue) How can we date fossils? Jun 5 (Thu) magnetic resonance imaging

【Week 17】
 Jun10 (Tue) What are the building blocks of our universe? Jun 12 (Thu) after the big bang 

【Week 18】
 (Final Week) Jun15 (Sun) 期末考 Jun 19 (Thu) 期末考講解

10202 自然科學
常微分方程二
許世壁 教授
清大數學系重量級教授退休前的最後一堂課,讓許世璧教授以嚴謹仔細的教學,讓你從源頭開始輕鬆理解ODE!沒上過許世璧教授的課,別說你懂常微分方程!體驗經典,就是現在!

 
【課程說明】
      Course Description 
       本課程著重於常微分方程之定性理論,預備知識需高等微積分及線性代數. 
       本課程提供三學分的常微分方程基本理論,為研究生之標準課程。 
 

【指定用書】
      Textbooks
      Sze-Bi Hsu: Ordinary Differential Equations with Applications. World Scientific, 2013, 2nd edition 

 
【參考書籍】
      References
      Jack Hale: Ordinary Equations 
      Jack Hale and Kocak: Dynamics and bifurcations 
 

【教學方式】
      Teaching Method
      演講及計算. 
  
 
【教學進度】
      Syllabus
1.  Fundamental Theory of ODE: Existence: Uniqueness of System of ODE, Continuously 
  dependence on parameter and initial conditions, Differential Inequality
2. Linear system : Linear systems with constant coefficients and Periodic Linear Systems, 
  Louiville Formula, Two-Dimensional Phase plane analysis, 
3. Stability of Nonlinear Systems: Linearization, Variation of Constant Formula,. Stable and 

unstable manifolds, Orbital stability. 
 
 
 
 
10201 自然科學
普通物理一
林秀豪 教授

近年來,普通物理的課本越長越厚。老師怎麼教?學生如何讀?物理系專業的課程,教科書也沒長到這般怪獸的厚度,這真的是最有效率的學習方法嗎?我不以為然。在99學年,我決意進行一項普物教學的改革:每個學期我只教十個問題...

 

Ten Questions  we will discuss this semester

Q1: What is time?
Chapter 36 – Special Theory of Relativity
 
Q2: How to describe a dynamical system?
Chapter 4 – Dynamics: Newton’s Law of Motion
Chapter 14 – Oscillations 
 
Q3:Do forces always appear in pairs? 
Chapter 9 – Linear Momentum
 
Q4: Is energy always conserved?
Chapter 7 – Work and Energy
Chapter 8 – Conservation of Energy
 
Q5: How does a rotating top maintain its balance?
Chapter 10 – Rotational Motion
Chapter 11 – Angular Momentum; General Rotation
 
 
Q6: Are black holes black?
Chapter 6 – Gravitation and Newton’s Synthesis
Chapter 44 – Astrophysics and Cosmology
 
Q7: Is pressure in liquids a scalar, a vector or a tensor?
Chapter 13 – Fluids
 
Q8: What is propagating in traveling waves?
Chapter 15 – Wave Motion
Chapter 16 – Sound
 
Q9: How is thermal equilibrium reached?
Chapter 17 – Temperature, Thermal Expansion, and the Ideal Gas Law
Chapter 18 – Kinetic Theory of Gases
 
Q10: How to quantify uncertainty in a statistical system?
Chapter 19 – Heat and the First Law of Thermodynamics
Chapter 20 –Second Law of Thermodynamics
 
  
‍Syllabus (Fall, 2013)
 
Week 1
     Sep 17 (Tue) L1: Course introduction
     Sep 19 (Thu) 中秋節
 
Week 2
     Sep 24 (Tue) L2: What is time? 
     Sep 26 (Thu) L3: Lorentz transformation 
 
Week 3
     Oct 1 (Tue) L4: How to descibe a dynamical system?
     Oct 3 (Thu) L5: Newton’s second law
 
Week 4
     Oct 8 (Tue) L6: Simple harmonic motion
     Oct 10 (Thu) National Celebration
 
Week 5
     Oct 15 (Tue) L7: Why do forces appear in pairs?
     Oct 17 (Thu) L8: Center of mass
 
Week 6
     Oct 20 (Sun) Midterm (Q1-Q3)
     Oct 22 (Tue) L9: Midterm Explanation
     Oct 24 (Thu) In-class Discussion
 
Week 7
     Oct 29 (Tue) L10: Is energy always conserved?
     Oct 31 (Thu) L11: Conservative force and potential energy
 
Week 8
     Nov 5 (Tue) L12: Energy, energy, energy
     Nov 7 (Thu) L13: How does a rotating top maintain its balance? 
 
Week 9
     Nov 12 (Tue) L14: Moment of inertia
     Nov 14 (Thu) L15: Coriolis effect

Week 10
  
   Nov 19 (Tue) L16: Are black holes black?

     Nov 21 (Thu) L17: Gravity and spacetime curvature  

  

 Week 11
     Nov 26 (Tue) L18: Is pressure in liquids a scaler, a vector or a tensor?

     Nov 28 (Thu) L19: Hagen-Poiseuille equation
  

Week 12
     Dec 1 (Sun) Midterm (Q4-Q7)
     Dec 3 (Tue) L20: Midterm Explanation
     Dec 5 (Thu) L21: What is propagating in traveling waves?

 Week 13
     Dec 10 (Tue) L22: Wave equation
     Dec 12 (Thu) L23: Wave equation 2
  
Week 14
       Dec 17 (Tue) L24: Sound waves  
     Dec 19 (Thu) L25: How is thermal equilibrium reached?
   
Week 15
     Dec 24 (Tue) L26: Heat and the first law of thermodynamics
     Dec 26 (Thu) L27: Heat and the first law of thermodynamics 2
 
Week 16
    Dec 31 (Tue) L28: How to quantify uncertainty in a statistical system? 
    Jan 2 (Thu) L29: Entropy and the second law of thermodynamics
 
Week 17
     Jan 7 (Tue) L30: Entropy and the second law of thermodynamics 2 
     Jan 9 (Thu) Video: The race for absolute zero
 
 
Week 18(Final Week)
     Jan 12 (Sun) Final (Q8-Q10)
 
 
 

 

10201 自然科學
常微分方程一
許世壁 教授
清大數學系重量級教授退休前的最後一堂課,讓許世璧教授以嚴謹仔細的教學,讓你從源頭開始輕鬆理解ODE!沒上過許世璧教授的課,別說你懂常微分方程!體驗經典,就是現在!

 
【課程說明】
  Course Description 
本課程著重於常微分方程之定性理論,預備知識需高等微積分及線性代數. 
本課程提供三學分的常微分方程基本理論,為研究生之標準課程。 
 

【指定用書】
      Textbooks

 
【參考書籍】
      References
Jack Hale: Ordinary Equations 
Jack Hale and Kocak: Dynamics and bifurcations 
 

【教學方式】
   Teaching Method
    演講及計算. 
  
 
【教學進度】
      Syllabus
1.  Fundamental Theory of ODE: Existence: Uniqueness of System of ODE, Continuously 
  dependence on parameter and initial conditions, Differential Inequality
2. Linear system : Linear systems with constant coefficients and Periodic Linear Systems, 
  Louiville Formula, Two-Dimensional Phase plane analysis, 
3. Stability of Nonlinear Systems: Linearization, Variation of Constant Formula,. Stable and 
  unstable manifolds, Orbital stability. 
 

 


10201 工程
光電工程導論
黃承彬 教授
想要在新興能源範疇中領先群雄?想要在光電工程領域裡大放異彩?你的機會就在NTHU OCW 的光電工程導論中!【幽默風趣的課程內容】【獨樹一格的切入觀點】【別出心裁的教材編排】文質彬彬的黃承彬教授要引領您體驗最不一樣的光電工程! 彬彬光電,優質教學!想在在光電領域搶得先機,就是現在!
 

 

課程概述
       Course Description
     本課程的首要目的,在於讓同學們能夠領略生活中隨處可見的光學現象背後的原理,並且了解人類如何能夠運用電訊號來控制光的特性。本課程將以波動光學做為出發,讓同學了解電磁波的傳遞特性,並清楚了解散射、干涉、以及繞射等三種光學特性。
     本課程之第二部份,將詳細闡述電磁波的偏振特性,從而延伸至第三部份將介紹的功能性光電元件的工作與設計原理。
 
 
先修課程 
       Prerequisites
微積分一與二、工程數學、電磁學
   
 
指定用書
       Textbooks
Jenkins and White, Fundamentals of Optics, 4th ed.,
   McGraw Hill (2001). Hecht, Optics, 4th ed., Addison Wesley (2001).
Yariv and Yeh, Optical Waves in Crystals, Wiley (1984)
Kasap, Optoelectronics and Photonics, Prentice Hall (2001)
   
 
 
授課大綱
        Syllabus 
      Week1   基本電磁學 
      Week2  平面波傳遞: 反射與折射 
      Week3  同調性與干涉 
      Week4  散射、繞射與輻射 
      Week5  色散基本概念 
      Week6  偏振態與Jones 表示法、雙折射 
      Week7  雙折射、光學偏振元件 
      Week8  調制器、光偵測器 
      Week9  光偵測器、雷射與光放大器 
 
 
 
授課形式
       Teaching Method 
♠ 本課程共有9週,每一週由數個小單元組成,每個小單元提供一段15~20分鐘的影片

以及課後習題。
 學習者可在觀看課程影片後練習課後習題,

以幫助學習者快速確認是否了解上課內容。
 本課程分為三個主題:幾何光學、偏振光學、常用光電元件。
   
   
10102 工程
線性代數
趙啟超 教授

向量可以形成向量空間,在你腦袋裡卻只能是一片空白?線性方程組看似簡單但就是怎麼也解不出來?你的線性代數需要急救了嗎?不要慌張!不要害怕!讓超強線代急救員來幫助你!讓趙啟超教授拯救你的線代分數,面對考試超淡定!Does vectors forms the vector space, but leaves an empty space in your brain? No longer worrying your math exams, let Professor Chao, the best first aider, saves your Linear Algebra.

 

  

【先修課程】
        Prerequisite

Calculus.

 

 

【課程說明】
 Course Description

 This course gives an introduction to the essentials of linear algebra. 
  There will be four one-hour lectures per week.

 

 

【指定用書】
    
Text Books

G. Strang, Introduction to Linear Algebra, 4th ed. Wellesley, 

Introduction to Linear Algebra, 4th ed. Wellesley, MA: Wellesley-Cambridge Press, 2009.
   

 

 
【參考書籍】
 
    References

G. Strang, Linear Algebra and Its Applications, 4th ed. Belmont,
  CA: Thomson, Brooks/Cole, 2006. 
 S. H. Friedberg, A. J. Insel, and L. E. Spence, Linear Algebra, 

4th ed.;Upper Saddle River, NJ: Prentice Hall, 2003.
 L. E. Spence, A. J. Insel, and S. H. Friedberg, Elementary Linear Algebra: 

A Matrix Approach, 2nd ed. Upper Saddle River, NJ: Prentice Hall, 2008. 
 S. J. Leon, Linear Algebra with Applications, 8th ed. Upper Saddle River, 

NJ: Prentice Hall, 2010.
   
   

 

 

【課程內容】
        Course Contents

 linear equations 
 Vector spaces and subspaces
 Orthogonality 
 Determinants 
 Eigenvalues and eigenvectors 
 Linear transformations 
 Complex vectors and matrices 
 趙啟超教授2010 - 2013年題庫練習專區

       Dr.Chi-Chao Chao's 2010-2013 Question Bank Practice
   


 

10102 工程
材料熱力學二
黃倉秀 教授
倉秀哥大愛無私地奉獻材料熱力學的講義, 幫助學弟妹有效率地學習。老師的講義已經整理好課堂上的內容,若是同學能自己動手記錄下課堂上的重點,配合老師的講義內容,相信更能事半功倍加深記憶。
 


【課程介紹】
     Course Description
      本課程先複習熱力學三大定律及各種熱力學函數,例如熱容量,entropy,焓及自由能等,從統計熱力學解釋entropy之微觀意義;熱力學函數的基本數學;介紹熱力學之平衡觀念及單元系統的相轉變o再討論氣體的混合,討論理想與真實溶液之性質,雙元相圖與自由能之關係,化學反應之平衡觀念,特別以固態材料系統為對象,探討其化學反應及相轉變所需考量之熱力學觀念。

 

【指定用書】
     References 
   
 
 
【參考書籍】
     References  
 R.A. Swalin,"Thermodynamics of Solids", 2nd ed., 1972 
 R.T. DeHoff:"Thermodynamics in Materials Science", 1993 
 
 
  
【教學方式】
     Teaching Method
   ♠ 課堂講授,討論,考試 
 
 
 
【教學進度】 
       Syllabus 
  【第1週】 
    Ch.1~8 Review of fundamental Thermodynamics(I):
          1.Scope of Materials Thermodynamics
         2.Laws of Thermodynamics
         3.Definitions of thermodynamic functions and some important parameters
         4.Variation of V, S, H, G as a function of T, P.
 

  【第2週】  
     Ch.1~8 Review of fundamental Thermodynamics(II):

          1.Calculation of S, H, G and S, H, G for temperature changes at
             constant P

          2.Application of Gibbs-Helmholtz Eq., Clapeyron Eq., Clausius-Clapeyron Eq
          3.G(T,P) for a single phase substance and two-phases equilibrium.

 

  【第3週】  
     Ch.1~8 Review of fundamental Thermodynamics(III):
          1.Thermodynamics of ideal and real gases
          2. Thermodynamics of mixing of ideal gases: definitions of  partial molar
              quantities, calculations of SmixUmix, HmixGmix

  【第4週】  
     Ch.9 Behavior of solutions(I):
          1.Raoult’s law and Henry’s law
          2.Activity of a component in solution
          3.Gibbs-Duhem equation
          4.Relation between G and  of binary solution
          5.Relation between ai,and ,GM
          6.Method of graphical determination of   from  GM


  【第5週】  
     Ch.9 Behavior of solutions(II):
          1.Properties of ideal solution
          2.Nonideal solution
          3.Application of Gibbs-Duhem equation (1-2).

 【第6週】  
     Ch.9 Behavior of solutions(III):
          1.Apllication of Gibbs-Duhem equation(3)
          2.Regular solution
          3.Non-regular solution


  【第7週】  
     Ch.9 Behavior of solutions(IV):
          1.Quasi-chemical model of solutions
          2.Calculation examples.
 
 【第8週】  
     Ch.10 Binary phase Diagrams and GM (XB) curves(I): 
          1.GM (XB) curve of a homogeneous solution
          2. GM (XB) curve of a regular solution
          3.Citerior for phase stability in regular solution.
 

  【第9週】
          1.Mid-term exam
          2. Ch.10 Binary phase Diagrams and GM (XB) curves(II): 
              Standard states
 and two-phases equilibrium.
  
 
  【第10週】  
      Ch.10 Binary phase Diagrams and GM (XB) curves(III):
           1.Isomorphous phase diagram
           2.Binary phase diagrams with liquid and solid exhibiting regular solution
 
 【第11週】 
      Ch.10 Binary phase Diagrams and GM (XB) curves(IV): 
           1.Eutectic phase diagrams
           2.Monotectic phase diagram
           3.Calculation examples.
 

  【第12週】  
      Ch.11 Reactions involving gases(I):
           1.Reaction equilibrium in gas mixture and equilibrium constant
           2.Effect of temperature on Kp
            3.Effect of total pressure on Kp.


  【第13週】  
      Ch.11 Reactions involving gases(II):
           1.Reaction equilibrium in SO2-SO3-O2 system
           2.To keep a constant pO2 through gas mixture of SO2/SO3, CO/CO2,H2/H2O.


  【第14週】
      Ch.11 Reactions involving gases(III): Calculation examples. 
      Ch.12 Reactions involving gases and pure condensed phases(I):
           1.Reaction equilibrium in a system containing pure condensed phases and
              gas phases. 
           2.Variation of “Standard Gibbs free energy change” with T.
 

  【第15週】  
      Ch.12 Reactions involving gases and pure condensed phases(II): 
           1.Ellingham Diagrams
           2.Stability of metals and metal-oxides.
 
 
 【第16週】  
      Ch.12 Reactions involving gases and pure condensed phases(III): 
           1.Effect of phase transition
           2.Stability of oxides in H2/H2O gas mixtures
           3.Nomographic scale of H2/H2O

 
 【第17週】
      Ch.12 Reactions involving gases and pure condensed phases(IV): 
           1.Stability of oxides in CO/CO2 gas mixtures
           2.Upper limit of (pCO/pCO2) at a fixed T
           3.Calculation examples.
  

 

10102 工程
核能安全
李敏 教授
核能是我的專業,教育是我的事業▕座擁全台唯一的核工科系,清大推出核工領域最熱血的「敏兒」-李敏教授!嚴肅但活潑的敏兒教授,以專業的核能知識,熱血的灌溉著清華學子們!想了解「核能」到底「有何能耐」嗎?想一窺敏兒教授熱情奔放的邏輯講解?
 
 
Review
Neutron Diffusion and Moderation, 
Nuclear Reactor Theory (2 hours)

Chapter 7  The Time Dependent Reactor  (12 hours)
  7.1Classification of Time Problems
  7.2Reactor Kinetics (4.5 hours)
  7.3Control Rod and Chemical Shim (2.5 hours)
  7.4Temperature Effect on Reactivity (1.5 hours)
  7.5Fission Products Poisoning (2 hours)
  7.6Core Properties during Lifetime (1.5 hours)

Chapter 8  Heat Removal from Nuclear Reactors (11 hours)
  8.1  General Thermodynamic Consideration (1 hour)
  8.2  Heat Generation in Reactors (1.5 hours)
  8.3  Heat Flow by Conduction (1.5 hours)
  8.4  Heat Transfer to Coolant (2 hours)
  8.5  Boiling Heat Transfer (2.5 hours)
  8.6  Thermal Design of a Reactor (2.5 hours)

Chapter 4  Nuclear Reactors and Nuclear Power (10 hours)
  4.1Fission Chain Reactions
  4.2Nuclear Reactor Fuel (2 hours)
  4.3Non-Nuclear Components of Nuclear Power Plants (1.0 hours)
  4.4Components of Nuclear Reactors (1.0 hours)
  4.5Power Reactors and Nuclear Steam Supply System (4 hours)
  4.6Nuclear Fuel Cycles (2 hours)
 
 
 
 

【參考用書】
        Reference

1. S. Glassstone & A. Sesonake, “Nuclear Reactor Engineering”, 4th Ed. Chapman 
  & Hall, 1994
2. E.E. Lewis, “Nuclear Power Reactor Safety”, 1977


10102 工程
材料物理性質
陳福榮 教授
老師上課語調與你的接收器頻率不對tone,越聽越不懂?艱澀的課程令人昏昏欲睡,抄的筆記更猶如鳳舞龍飛?別擔心,快到陳福榮教授的材料物理性質課程尋求高超魔法師...


【教學進度
 
Week 1 Chap 1: Introduction
Week 2 Chap 2: Wave Particle Duality

Week 3 

Chap 3: Schrodinger Enquation
Week 4 Chap 4: Special cases for Schrodinger
Week 5 Chap 5: energy Band in Crystal
Week 6 Chap 6: Electrons in a Solid
Week 7 Chap 7: Electrical Conduction in Meal and Alloy
Week 8 Chap 8: Semiconductor
Week 9 Chap 9: Ionic Conductivity
Week 10 Chap 10: The optical constant
Week 11 Chap 11: Atomic Theory of Optical Properties
Week 12 Chap 12: Quantum Theory of Optical Properties
Week 13 Chap 14: Magnetism
Week 14 Chap 15: Magnetism- Classical theory
Week 15 Chap 16: Quantum Theory of Magnetism
Week 16 Chap 17: Thermal Property of Solid
 
10101 人文社會
個體經濟學一
張寶塔 教授
寶塔教授的精闢數學解說,寶塔教授的精美圖形解析,寶塔教授的迷人上課風采,讓你三個願望一次滿足,用寶塔教授的專業撫平你選不到課的受傷心靈...
 
 

【課程說明】
      Course Description
      This is a two consecutive semesters course. There are five major parts of subjects to be introduced in this course. The subjects of the first part are about the household. We will focus on individual consumer's decision making with and without uncertainty. In the second part, we will focus on the decision making at the level of individual firm. Given the technological opportunities available to it, how much output will a firm choose to see, and how will the firm go about producing this output? In the third part, the competitive model will be introduced. We will see a competitive market produces results that are in some sense "good". In the fourth, we will see different kinds of market structures. The price and output decisions under different market structrue will be analyzed and compared with those under perfect competition. In the last part, the problem of missing market will be discussed. In the presence of asymmetric information, the markets for certain commodities may not come into existence. Even if markets exist, they may fail to allocate resources efficiently.

 

 

【指定用書】
   
    Textbooks

♠ 蔡攀龍, 張寶塔, 個體經濟學, 第一版, 2005



【參考書籍】
       
References

♠  Katz, M.L. and H.S. Rosen, Microeconomics, 3rd Editoin, Irwin, 1998. 
♠ 


Perloff, Jeferey M., Mircoeconomics Theory and Applications with Calculus, 2nd edition, Pearson International Edition, Addison-Wesley Education, 2011. 


Varian, H., Intermediate Microeconomics: A Modern Approcach, 7th Edition, W.W. North & Company, 2006 

 

 

【教學方式】
      
Teaching Method
 



本課程以講授指定用書的內容為主,
為充實部分主題將補充其他教科書的內容!

 


【教學進度】
     
Syllabus

本學期預定講授指定教科書前八章, 平均每兩週講授一章. 每章均有作業, 由學生自行練習無須繳交. 每章課程講授完畢將舉行一次小考.其重點如下所示:

 

個體經濟學與市場經濟體系

如:稀少性、生產可能曲線、經濟模型、經濟模型的檢定、循環流量模型、供需模型、市場均衡、 比較靜態分析、 數學模型.

♠  消費者行為

如:偏好、特殊形式的偏好、效用函數、序列效用與計數效用、預算限制、其他特別形狀的預算限制、預算者均衡、以拉格朗日法求最適解、拉格朗日乘數的意義、 角解、消費者均衡分析的應用.

比較靜態與需求函數:

如:貨幣所得改變、產品自身價格變動與個人需求曲線、需求與價格消費曲線、需求量與求變動、其他產品價格改變、市場需求曲線、網路外部性、 彈性、需求彈性、需求彈性與總支出、所得彈性與交叉彈性.

♠ 消費者行為的進一步分析

如:替代效果與所得效果、補償需求曲線、史拉斯基方程式、淨替代與淨互補品、價格變動與福利、補償變量與等值變量、消費者剩餘、消費者剩餘問題、顯示性偏好理論、顯示性偏好弱公理、替代效果與所得效果、顯示偏好。

 

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