CSE433 Logic in Computer Science  Assignments
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gla@postech Sungwoo Park
Words on academic integrity
 Be sure to read the document on the disciplinary policy for this course. [PDF]
 Even when you are allowed to discuss assignments with other students,
what you hand in must be entirely your own work.
This means that
when it comes to writing your code or written solution, it must be entirely your own work.
That is, you have to write code and written solution all on your own.
Hence you should never look at your classmates' code or written solution, not to mention showing yours to them,
even if you have discussed assignments with them.
 If you use outside material, you must provide all proper citations:
 "I used the following outside material to complete this assignment: (sources of outside material)."
 If we judge that you have copied any part of other students' code or written solution,
you will be punished for cheating.
 Cheating also includes plagiarism in the sense of stealing someone else's idea.
 You should never post code relevant to assignments on the discussion board.
Submission
 Your handin directory is programming.postech.ac.kr:/home/class/cs433/handin/.
Use port 2022 to connect to programming.postech.ac.kr.

Out 
Points 
Assignment 
Due 
Solution 

W1 
9.2 
0 
Inductive proofs [PDF]
 
At class, Sep 11 

P1 
9.11 
100 
Propositional logic [coq1.v]
 
11:59pm, Sep 18 

W2 
9.16 
100 
Proof trees [PDF]
 
At class, Sep 23 

P2 
9.18 
100 
Inductive set
[coq2.v]
[coq2.pdf]
 
11:59pm, Oct 2 (2 weeks) 

P3 
9.18 
100 
Proof terms
[coq31.v]
[coq31.pdf]
 
11:59pm, Sep 25 

P4 
9.25 
100 
First order logic
[coq32.v]
[coq32.pdf]
 
11:59pm, Oct 2 

W3 
9.30 
100 
Substitution[PDF] [TEX]
 
At class, Oct 7 


P5 
10.7 
300 
Inductive datatypes
[coq4.v]
[coq42.v]
[coq4.pdf]
[coq43.v]
 
11:59pm, Oct 16 
coq1.2.3.4.zip

P6 
10.16 
100 
Inductive predicates
[coq5.v]
[coq5.pdf]
Inductive proofs
[coq6.v]
[coq6.pdf]
 
11:59pm, Oct 28 

P7 
10.28 
100 
Pythagorean theorem
[coq7.v]
[coq7.pdf]
 
11:59pm, Nov 4 
coq5.6.7.zip

W4 
10.30 
100 
Normalization [PDF]
 
At class, Nov 11 

Midterm 
11.6 
100 
Verification of an interpreter
[PDF]
[midterm14.v]
 
(72 hours) 11:59pm, Nov 9 

P9 
11.11 
100 
Type safety of the simplytyped lambda calculus
[coq8.v,
LibTactics.v,
LibNat.v]
[coq8.pdf]
 
11:59pm, Nov 25 (2 weeks) 

P10 
12.2 
100 
Decision procedure
[PDF]
[prover.zip]


11:59pm, Dec 10 


P = Programming, W = Written, (points) = Extracredit
 No late submissions will be accepted.
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