Sheracaolity

開課年度 ：105-2 授課教師 ：（開課）黃鐘揚、（助教）朱柏憲、林承澤、曾建勳 開課系所與授課對象 ：電機系專題，但外系也可填一樣的表單申請 私心推薦指數（滿分十分）： 不排斥自學、查文件：十分 喜歡寫程式：十分 想只用聽課學東西：五分 課程大概內容 Week 1 - Web 發展 / JavaScript / DOM Week 2 - JS good parts / bad parts / ESLint Week 3 - Node / Express.js / Git warm up HW1 - TODOs Week 4 - ES6 (ES2015) / Babel / JSX / React Week 5 - Webpack Week 6 - In-class Practice: Calculator Week 7 - More on React Week 8 - RESTful / Promise / fetch HW2 - Comment Board Week 9 - Router / Testing Week 10 - In-class Hackathon Week 11 - Redux Week 12 - Database / SQL HW3 - Blog Week 13 - SQL builder / MVC / Cookie & Session Week 14 - Hash / Migration/ ORM / Auth Final Project

開課年度 ：105-2 授課教師 ：陳君明教授 開課系所與授課對象 ：數學系選修 私心推薦指數（滿分十分）： 七分 課程大概內容 1. Introduction to Cryptography and Data Security 2. Stream Ciphers 3. The Data Encryption Standard (DES) and Alternatives 4. The Advanced Encryption Standard (AES) 5. More About Block Ciphers Midterm 6. Introduction to Public-Key Cryptography 7. The RSA Cryptosystem 8. Public-Key Cryptosystems Based on the Discrete Logarithm Problem 9. Elliptic Curve Cryptosystems 10. Digital Signatures 11. Hash Functions 12. Message Authentication Codes (MACs) 13. Key Establishment Final

開課年度 ：105-2 授課教師 ：蔡忠潤教授 開課系所與授課對象 ：數學系必修，可抵其他微積分課 私心推薦指數 （滿分 十分 ）： 九 分 課程大概內容 1. Functions of several variables and continuity  2. Partial derivatives 3. Differential of a function 4. Chain rule 5. Mean value and Taylor theorem in several variables 6. Integral of functions with a parameter 7. Line integrals 8. The fundamental theorem on line integrals Midterm 1  9. Implicit functions 10. Inverse function 11. Maxima and minima 12. Lagrange multiplier 13. Solving inverse map by iterations, Dependent functions 14. Area, double integrals and Integrals in higher dimensions 15. Change of variable formula Midterm 2  16. Improper multiple integrals 17. Integrals in curvilinear coordinates 18. Higher dimensional integrals 19. Improper integrals with a parameter 20. Green's theorem 21. Applications and interpretations by flows 22. Orientation of surfaces and surface integrals 23. Gauss's theorem in space 24. Stokes's theorem in space ...

開課年度 ：105-1 授課教師 ：蔡忠潤教授 開課系所與授課對象 ：數學系必修，可抵其他微積分課 私心推薦指數 （滿分 十分 ）： 八分，課程節奏覺得還可以更好   課程大概內容 以下將老師上課的內容依照兩此期中和一次期末的範圍列成三段：  1. Real numbers and continuous functions 2. Limit of sequence 3. Limit for continuous functions 4. Integral & derivative 5. Fundamental theorem of calculus 6. Basic rules for derivative 7. Exponentials Midterm 1 8. Max and min, some special functions 9. Integration by substitution 10. Integration by parts 11. Integration of rational functions 12. Arc length and area 13. Taylor's theorem 14. L'Hôpital's rule Midterm 2 15. Interpolation, numerical integration 16. Newton's method, Stirling formula  17. Convergence and test  18. Uniform convergence 19. Power series 20. Infinite products 21. Periodic functions 22. Fourier series Final