ผลต่างระหว่างรุ่นของ "01204211-61"

จาก Theory Wiki
ไปยังการนำทาง ไปยังการค้นหา
แถว 33: แถว 33:
 
| 12 || Linear algebra 5: eigensystems || || [https://theory.cpe.ku.ac.th/~jittat/courses/211/lin1/ notebooks] ||
 
| 12 || Linear algebra 5: eigensystems || || [https://theory.cpe.ku.ac.th/~jittat/courses/211/lin1/ notebooks] ||
 
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| 13 || Primality testing, Modular arithmetic || || [https://colab.research.google.com/drive/1gSs8g2YLACJ5qXiWCvbnYbihXC-sQWqa notebook1] ||
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| 13 || Primality testing, Modular arithmetic || || [https://theory.cpe.ku.ac.th/wiki/images/01204211-exercises-10-1.pdf ex-10-1], [https://colab.research.google.com/drive/1gSs8g2YLACJ5qXiWCvbnYbihXC-sQWqa notebook1] ||
 
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| 14 || Polynomials || || (no class/midterm2) ||
 
| 14 || Polynomials || || (no class/midterm2) ||

รุ่นแก้ไขเมื่อ 03:46, 17 ธันวาคม 2561

ประกาศ

แบบฝึกหัด/การบ้าน

เนื้อหา

Week Topics Handouts Activities Links
1 Introduction, Propositions, Quantifiers handout1
handout2
ex-1-1, ex-1-2
2 Inference rules, Proof techniques 1 handout3
handout4
ex-2-1, ex-2-2
3 Proof techniques 2, Induction 1 handout1
handout2
ex-3-1, ex-3-2
4 Induction 2, Counting 1 handout1
handout2
handout3
ex-4-1, ex-4-2
5 Counting 2, Counting 3 handout1
handout2
ex-5-1, ex-5-2
6 Counting 4, The pigeonhole principle and the birthday problem, Binomial Coefficients 1 handout1
handout2
handout3
handout4
ex-6-1
7 Binomial Coefficients 2, Fibonacci sequence handout1
handout2
extra handout (not cover in class)
ex-7-1, ex-7-2
8 Linear algebra 1: introduction notebooks
9 Linear algebra 2: vector spaces notebooks
10 Linear algebra 3: bases ex-8-1,ex-8-2
11 Linear algebra 4: matrices and linear transformation ex-9-1
12 Linear algebra 5: eigensystems notebooks
13 Primality testing, Modular arithmetic ex-10-1, notebook1
14 Polynomials (no class/midterm2)
15 Modular multiplicative inverses, RSA notebook2, notebook3

ลิงก์เพิ่มเติม

  • รายวิชานี้เมื่อปีการศึกษา 2558
  • CS70: Discrete mathematics and probability theoryat Berkeley
  • Mathematics for Computer Science at MIT OCW.
  • Lovasz, Pelikan, Vesztergombi. Discrete Mathematics: Elementary and Beyond. Springer, 2003. See Lovasz and Vesztergombi's lecture notes (dmbook.ps)
  • Matousek and Nestril. Invitation to Discrete Mathematics. 2nd Edition. Oxford Press, 2008.
  • Rosen. Discrete Mathematics and Its Applications. Mcgraw-Hill.