ผลต่างระหว่างรุ่นของ "01204211-61"

รุ่นแก้ไขเมื่อ 20:22, 6 สิงหาคม 2561

Week	Topics	Handouts
1	Introduction, Propositions, Quantifiers, Inference rules	handout1 handout2 handout3
2	Proof techniques
3	Induction 1
4	Induction 2, Counting 1
5	Counting 2
6	The pigeonhole principle and the birthday problem, Binomial Coefficients, Fibonacci sequence
7	Primality testing
8	Polynomials
9	Graphs 1
10	Graphs 2
11	Linear algebra 1: vector spaces
12	Linear algebra 2: matrices and linear systems
13	Linear algebra 3: linear transformations
14	Linear algebra 4: solutions of linear transformations
15	Linear algebra 5: eigensystems

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.

@@ แถว 9: / แถว 9: @@
 ! Week !! Topics !! Handouts !! Activities !! Links
 |-
-| 1 || Introduction, Propositions, Quantifiers, Inference rules ||
+| 1 || Introduction, Propositions, Quantifiers, Inference rules || [https://github.com/jittat/01204211-discrete-math-slides/raw/master/01-intro-propositions.handout.pdf handout1]<br>[https://github.com/jittat/01204211-discrete-math-slides/raw/master/02-intro-quantifiers.handout.pdf handout2]<br>[https://github.com/jittat/01204211-discrete-math-slides/raw/master/03-proofs-inference.handout.pdf handout3] || ||
-[https://github.com/jittat/01204211-discrete-math-slides/raw/master/01-intro-propositions.handout.pdf handout1] [https://github.com/jittat/01204211-discrete-math-slides/raw/master/02-intro-quantifiers.handout.pdf handout2] [https://github.com/jittat/01204211-discrete-math-slides/raw/master/03-proofs-inference.handout.pdf handout3] || ||
 |-
 | 2 || Proof techniques || ||  ||