Mathematical Logic - Mathematics 350 - Fall 2008 - Independent Study

Homework

Home

 


HW #

Due Read Do

17

F 11/21   Do Problem 4 only of this problem set.

16

F 11/14 Read Example 4.2 on page 397. Using Peano's axioms listed in Example 4.2, prove that  1+1=2 (i.e., 0'+0'=0'').
Note: x' stands for the "successor" of x, i.e., x' = x+1.

15

M 11/3 Review Sec 9.2 (may skip proofs of theorems) Do problem #1 in this link: HW 15. This problem is long, so if you don't finish it, you can turn it in on Friday.

14

M 10/27 Re-read p. 378. Do these problems: HW 14.

13

F 10/24 Read Sec 9.2. Sec 9.2: 3abc (part b is used in the proof of Lemma 2.1.)

12

M 10/20 Read Sec 9.1. Also read this: Scorpling Flugs Can you prove any theorems using the Scorpling Flugs axioms SF1-SF4? Treat "Scorple" and "Flug" and undefined terms. Prove as many theorems as you can using these four aximos! This may sound vague (or even like a joke), but it's a serious and real HW assignment!

11

F 10/17   Sec 4.9: 3, 4, 6-9.
Also redo problems from HW #9 that you didn't get right.

10

F 10/10 Sec 4.9. Sec 4.9: 1, 2, 5.

9

M 10/6   Turn in all problems (including #4) from Quiz3 -Spring 2004. For problems 3 and 4, instead of giving a proof, just explain your reasoning.
Also do this problem.

8

F 10/3 Sec 4.8. Sec 4.8: 2-5, 10.

7

M 9/29 Sec 4.7. Sec 4.7: 1, 2.

6

F 9/26 Sec 4.6. Sec 4.6: 1efgh, 2.

5

M 9/22 Sec 4.5. Sec 4.5: 3, 4, 6, 9, 12, 13ab, 14f, 15.

4

F 9/19 Sec 4.4: read Examples 4.2 and 4.6. Turn in problems 2 and 3 from:
Quiz1-Spring2004.
Also do:
Sec 4.4: 2ab

3

M 9/15 Sec 4.4 up to Example 4.2. Sec 4.4: 1.

2

F 9/12 Sec 4.3. Sec 4.3: 2, 4-7.

1

M 9/8 Sections 4.1 and 4.2. Make sure to read each section in its entirety, not just what's necessary for the HW problems; otherwise you'll miss the "big picture," which will make things much harder later. Sec 4.1: 1, 2.
Sec 4.2: 1hj, 2f, 3, 4, 5def, 7.

 


Updated: 31 August, 2009 17:44:19