The most common offense under the Academic Code of Conduct
is plagiarism which the Code defines as "the presentation
of the work of another person aproper acknowledgement".
This could be material copied word for word from books, journals, internet sites, professor's course notes, etc. It could be material that is paraphrased but closely resembles the original source. It could be the work of a fellow student, for example, an answer on a quiz, data for a lab report, a paper or assignment completed by another student. It might be a paper purchased through one of the many available sources. Plagiarism does not refer to words alone - it can also refer to copying images, graphs, tables, and ideas. "Presentation" is not limited to written work. It also includes oral presentations, computer assignments and artistic works. Finally, if you translate the work of another person into French or English and do not cite the source, this is also plagiarism. IN SIMPLE WORDS: Source: What is Plagiarism? |
Date | Material covered and the corresponding parts of the book | Important dates |
---|---|---|
Sep 7 | Formulation of decision problems as linear programming problems; a preview of the simplex method and its dictionaries (Chapters 1 and 2). | |
Sep 14 | How fast is the simplex method? (Chapter 4) Geometric interpretation of the simplex method (pp. 250 - 257). Choosing an entering variable and finding the leaving variable; degeneracy (pp. 27 - 30). | Sep 19: DNE deadline for withdrawal |
Sep 21 | Pitfalls and how to avoid them (Chapter 2 and lecture notes on another implementation of the two-phase simplex method). | Assignment
1 given Project assigned |
Sep 28 | Duality and complementary slackness (pp. 54 - 65). | Assignment 1 due Its solution |
Oct 5 | Review of Theorem 5.3. The revised simplex method (pp. 97 - 102). | Assignment 2 given |
Oct 12 | Review. | Assignment 2 due Its solution |
Oct 19 | Midterm exam (its solution). Eta factorization of the basis (pp. 105 - 111). | |
Oct 26 | Triangular factorizations (pp. 84 - 89). Refactorizations (pp. 109 - 111). | Oct 30: DISC deadline for withdrawal |
Nov 2 | Economic significance of dual variables (pp. 65 - 68) and economic interpretation of the revised simplex method (pp. 102 -105). | |
Nov 9 | Solution of general LP problems by the revised simplex method (pp. 118 - 129, 132 - 133). | Project due |
Nov 16 | The duality theorem (pp. 137 - 141). Unsolvable systems of linear inequalities (pp. 143 - 144). | Assignment 3 given |
Nov 23 | Proofs of Theorem 9.1 (pp. 141 - 143) and Theorem 9.2 (p. 145). Theorems 9.3 and 9.4 (pp. 145 - 146). | |
Nov 30 | Review. | Assignment 3 due Its solution |
Dec 7 Wednesday | Final exam 19:00 - 22:00 |