CSCE 235H - Introduction to Discrete Structures (Honors)
Spring 2019
Resources & Announcements
  
   - Classes begin Monday, January 7, 2019
-  Piazza is the
   discussion board. All questions and comments to instructor, TAs
   (private) and to class (broadcast) and all online discussions must
   be done through Piazza.  You
   can state your name or write anonymously.  No email messages sent
   directly will be answered.
   
- Handin:
   Homework must be submitted on handin
- Canvas:
         All grades will be posted on Canvas.
- Detailed schedule
- Anonymous Suggestion Box
General Info
Time & Place
	
		Lectures: MWF, 12:30 -- 1:20 pm, Avery Hall 119
		Recitations: Mondays, 1:30 pm -- 2:20 pm, Avery Hall 119
	
Instructor & Office Hours
	
		Dr. Berthe Y. Choueiry, Office: Avery Hall 360
		Office hours: Mondays and Fridays, 4:30 pm -- 5:30 pm or by appointment
	
GTA & Office Hours
	
		Mr. Colin Richards,  
		Office hour:  Thursdays, 2:30 pm -- 3:30 pm or by appointment in the Student Resource Center 
	
UTA & Office Hours
  
    Mr. Tyler Paul (Grader)
    Office hour:  Wednesdays, 1:30 pm -- 2:30 pm in the SRC
    Thursdays 1:00 pm -- 2:30 pm in Avery 15, or by appointment
    
 
    Mr. Daniel Guo (Grader)
    Office hour:  Fridays, 11:00 am -- 12:00 pm or by appointment
    in the Student Resource Center
 
	
Pre-requisites
	
		CSCE 155 and Math 106.  CSCE 156 recommended but not required.
	
 
Handouts & Files
  Rules & Tools for Success 
 
  
  -  Syllabus (PDF)
-  Introduction (PPTX)
  
- Logical Equivalences Cheat Sheet (PDF).
- How to Prepare for an Exam (PPTX).
Slides
 
  
    - Logic (PPTX). 
-  Logical Equivalences Cheat Sheet (PDF).
- Predicates & Quantifiers (PPTX).
- Proofs (PPTX).
- Sets (PPTX).
- Functions (PPTX).
- Relations (PPTX).
- Partial Orders (PPTX).
- Induction (PPTX).
- Algorithms (PPTX).
- Algorithms Analysis (PPTX).
- Asymptotics (PPTX).
- Sequences and Summations (PPTX).
- Recursion (PPTX).
- Master Theorem (PPTX).
- Combinatorics (PPTX).
Homework
  
    - All homework are due before class on the due date (by
    12:30 P.M.).
-  Checklist: Guidelines for Submitting Homework (.pdf)
    - Homework 01 (.pdf) - Due Friday, Jan 18, 2019
- Homework 02 (.pdf) - Due Friday, Jan 25, 2019
- Homework 03 (.pdf) - Due Friday, Feb 1, 2019
- Homework 04 (.pdf) - Due Friday, Feb 8, 2019
- Homework 05 (.pdf) - Due
      Friday, Feb 15, 2019
- CANCELLED Homework 06 (.pdf) - Due
      Friday, Feb 22, 2019
 Homework 07 (.pdf) - Due
      Friday, Mar 1, 2019 Homework 07 (.pdf) - Due
      Friday, Mar 1, 2019
- Homework 08 (.pdf) - Due
      Friday, Mar 8, 2019
- Homework 09 (.pdf) - Due
      Friday, Mar 29, 2019
- Homework 10 (.pdf) - Due
      Friday, Apr 5, 2019
- Homework 11 (.pdf) - Due
      Friday, Apr 12, 2019
- Homework 12 (.pdf) - Due
      Friday, Apr 19, 2019
- Homework 13 (.pdf) -  Due Friday, Apr 26, 2019
 
SAT Study
  
  - Two Sudoku Rules in Conjunctive Normal Form (TEX, PDF) 
- Week 1: Slides (PPT, PDF), Homework (PDF) - Due Jan 28, 2019
- Search Tree powerpoint example (SearchTree.pptx)
- Week 2: Slides (PPT, PDF), Homework (PDF) - Due Feb 4, 2019
- Week 3: Slides (PPT, PDF), Homework (PDF) - Due Feb 11, 2019 
- DIMACS cnf example file (test.cnf)
- Week 4: SATviz (satviz.unl.edu), Homework (PDF) (GenerateSudoku.java) - Due Feb 18, 2019
- Week 5: Slides (PPT) (PDF), Homework (PDF)- Due Feb 25, 2019 
- Week 6: Slides (PPT) (PDF), Homework (PDF) (SudokuInstances.tar.gz) - Due Mar 4, 2019
- Week 7: Slides (PPT) (PDF), Homework (PDF) (ImplicationGraphTemplate.ppt) - Due Mar 25, 2019
Recitations
  
   - Week 1: Working with Latex: Introduction To LaTeX, LaTexHowTo.doc, hw-example.tex, hw-example.pdf, BibliographyFile.bib.
   Here are the figures  (which can be generated with any drawing software): FIG, EPS, PDF. The example Hello World shown in recitation.
   If tables become to large, you can place a table sideways.  An example tex file is given with its pdf output.
   
- Informal notes for Recitation on PL (PDF, TEX)
- Informal notes from Recitation Proofs in PL and FOL (PDF, TEX)
- Informal notes from Recitation Proofs and FOL (PDF, TEX)
- Informal notes from Recitation Proofs and Sets (PDF, TEX)
- Informal notes from Recitation on Sets and Functions(PDF, TEX)
- Informal notes from Recitation on Relations (PDF, TEX)
- Informal notes from Recitation on Transitive Closure and Partial Orders
  (PDF, TEX)
- Informal notes from Recitation on Partial Orders (PDF, TEX)
- Informal notes from Recitation on Induction (PDF, TEX)
- Informal notes from Recitation Week on Asymptotics and Summations
 (PDF, TEX)
- Informal notes from Recitation on solving Recurrence Relations
 (PDF, TEX)
Useful Links