Induction proof that requires some creativity to define a good That you can do a regular induction proof similar to ones you Your understanding of sets, how the set operators are defined,
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Your understanding of well-ordering and how to construct proofs Your fluency with standard proof techniques including Your understanding of logical formulas, inference rules, andĪn ability to reason about and manipulate formulas using If it includes problems for you to demonstrate: (8.5 x 11 inches), and you may write (or print) on both sidesĪlthough the exam covers the whole class, you should not be surprised The page should be no larger than a US Letter size page It is fine to collaborate with others to prepare Paper page of notes that you prepare and bring to the exam, but no
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Opportunity as possible for students to demonstrate what you can do,Īs with Exam 1 and Exam 2, you will be permitted to use a single The extended time for the final, and the desire to give as much The format will be fairly similar to Exam 1 and Exam 2, but because of On other parts of the class including the exams and problem sets.) (Of course, we will also take into account your performance On many of these questions will make a strong case for earning an A in A few of the problems will beĭesigned to see how well you can use concepts you have learned in theĬlass to solve problems unlike ones you have already seen. Doing well on these questions will make a strong case forĮarning at least a B in the class. Problems you have already seen on previous exams or problem Most of the questions on the final will be small variations on Most important concepts that have appeared in at least two places.
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The final will cover everything in the course, with an emphasis on the The Final Exam will be Thursday, 7 December, 9am-noon in the normal
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The Problem Set 9 solutions and comments are now posted in collab: PDF More of the PS Ω submissions will be posted on (but check the Slack group for any updates since some TAs may not be Evans will have his usual office hours tomorrow (2:30-3:30pm),Īnd most of the TA office hours schedule for Wednesday will be held The Final Exam is this Thursday, 7 December, 9am-noon in the , Joseph Park, Conner Hutson, Jared TuftsĪ Guide to Writing Proofs for Discrete Math The Fault in the Math: John Green and Infinity, Joseph Kim Habib Karaky, Kunal Chandak, Rishabh Nagpal, Shivani Saboo Prospective Feline owners, Helen Lim, Angelica Lavan Logical Operators: A guide for current and Grace Wu, Sandy Gould, Kelly Xie, Helen Lin, Ryan Yi, Ruolin Chen The Infinite Dorm: The Ordering of Countably Infinite Sets EXPLAINED Handsome squidward (as a state machine), Gia-Han NguyenĪ Murder Mystery (Galois Musical!), Jared Taylor Well-Ordering Principle (in terms of Food) The Story of Goldilocks and the Three (Boolean) BearsĪrjun Iyer, Abhishek Shinde, Chiraag Umesh, Vineeth Gaddam I had a Proof (A Song about Proofs and the Wizard of Oz), Avery Burton.Īlice in LogicalOperatorLand, Annie Sharkey. The dude from discrete math learns about induction, Michael Woodĭefending earth using discrete intelligence!, Matthew Cockrellīinary Relations: An Interactive Diagram, Christopher Geier, Hamza Ilzyas Learning discrete math through basketball, Mick O’Hanlon Song (Havana) about logical operations, Peter Tran, Tiffany Nguyen, Jazlene Guevarra, Victor Shenīinary operations for UVa students, Nitika Kataria, Vivian PhamĬooking cardinality, Nick Van Dyke, Trey NichollsĮxplaining discrete math over Thanksgiving dinner Jim, the farmer, learns logical operators Playing the game of NIM against computer, Steve Phan, Aidan Barnes Sarah Lei, Bhavana Channavajjala, Regina Yap
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proof by contrapositiveĪ Discrete Mathematicians Guide to Dating Teaching logical operators to local (UVa) people Logical Operators, Sets, and Harry Potterįinite state Coca Cola machine, Thomas Shust Learning number theory through comics, Arty Kosolwattana
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Learning relations through game of thrones, Yaxin Renįun with sets, set operations and sequencesĬhoosing the right door (game’s code) - for David Bowie fans, Samuel McBroom, Saeed Razavi, Jake Smith, James Chen, Daniel ZarcoĪ great site about soccer skills (approved by Dave and Mohammad), Angel Lam, Neely Egan Lindsey Shavers, Danielle Newman, Esther Boachieīeauty of bijection, Leo Wang, Caroline Zhao Here are some of our favorite Problem Set Ω submissions (mostly in no particular order). We hope everyone found the class worthwhile and enlightening. Here are some comments on the Final Exam: PDF (and the Original Exam).