Math 214 Schedule

LaTeX is a programming language to type texts with math content. You need to use some text editor to edit your .tex file, then use a latex compiler to compile your LaTeX file into a pdf file.
Alternatively you can download a Windows TeX package  CTeX.

Here is a tutorial page for LaTeX.

Sample homework: (tex, pdf)
Sample homework answer (tex, pdf)
Latex symbol table   Detexify2 - LaTeX symbol classifier   A complete symbol list (178 page long!)

Date

Sections

Lecture Notes

Homework

Other readings

1/22(R)

0, 1.1-1.2 Lecture 1

 

The Grammar According to West writing tips
1/27(T)
1.3-1.6 Lecture 2
Homework 1 (tex, pdf) (due 1/30 F) set set of all sets partition of set

1/29(R)

2.1-2.9
Lecture 3


de Morgan's law

2/3(T)

2.1-2.10
Lecture 4

Homework 2 (tex, pdf) (due 2/6 F)

implies double negative

2/5(R)

2.10-2.11, 7.2
Lecture 5 Quiz 1
Knights and Knaves

2/10(T)

3.1-3.3 Lecture 6

Homework 3 (tex, pdf) (due 2/13 F)

Fermat's Last Theorem
prime number Goldbach conjecture
Twin prime conjecture

2/12(R)

3.4, 4.1
Lecture 7
Notes 1, Green-Tao Theorem

2/17(T)

snow day

Homework 4 (tex, pdf) (due 2/27 F)

Putnam competition
Virginia Tech Competition

2/19(R)

4.3-4.6
Lecture 8 Quiz 2
Reductio ad absurdum

2/24(T)

5.1-5.5
Lecture 9

Homework 5 (tex, pdf) (due 3/4 W)

Srinivasa Ramanujan

2/26(R)

snow day


Mathematical induction
Another MI site
All horses are the same color paradox

3/3(T)

6.1-6.2 Lecture10

Homework 6 (tex, pdf) (due 3/18 W)


3/5(R)

6.3-6.4

Lecture11 Quiz 3
Notes 1

3/10(T)

Spring Break


no class


3/12(R)
Spring Break

no class


Date
Sections
Lecture
Homework
Other readings

3/17(T)

11.1-11.4
Lecture12 Homework 7 (tex, pdf) (due 3/23 M)
Tower of Hanoi

3/19(R)

11.3-11.4
Lecture13 review and sample problems (solution on Blackboard)

3/24(T)

11.5-11.6
Lecture14


Coin problem (more general case)
3/25(W)
Midterm exam (6-7:30pm)


divisibility Last digit

3/26(R)

4.2, 8.1
Lecture15
Homework 8 (tex, pdf) (due 4/3 F) From Terry Tao's blog 1
From Terry Tao's blog 2

3/31(T)

8.2-8.3
Lecture16


permutation

4/2(R)

8.4-8.6
Lecture17

Homework 9 (tex, pdf) (due 4/10 F)

Modular arithmetic
Equivalence relation

4/7(T)

9.1-9.3
Lecture18 Quiz 4

4/9(R)

9.5-9.6
Lecture19

Homework 10 (tex, pdf) (due 4/17 F)


4/14(T)

9.6-9.7
Lecture20

4/16(R)

10.1, 10.2
Lecture21

Homework 11 (tex, pdf) (due 4/24 F)

cardinal numbers
Hilbert's grand hotel (video)

4/21(T)

10.2
Lecture22 Quiz 5 Georg Cantor  Cantor's diagonal argument
4/23(R)
10.3
Lecture23 Homework 12 (tex, pdf) (due 5/1 F)

continuum hypothesis
0.999.... Cantor pairing

4/28(T)

10.4,10.5
Lecture24


Bernstein–Schroeder theorem
space-filling curve

4/30(R)

Review for exam
Lecture25

Review and sample problems

Final Notes
Sample Final exam Fall 2010 Fall 2011

5/5 (T)



Final Exam 2pm-5pm