Q1 Teaching Assignment CSC373 Fall’20 Tutorial 5 Mon. Oct. 13, 2020 Suppose there are m courses: c1,…,cm. For each j ∈ {1,…,m}, course cj has sj sections. There are n professors: p1,…,pn. For each i ∈ {1,…,n}, professor pi has a teaching load of li, and has a preference for a subset of courses Ai […]
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CSC373 Fall’20 Assignment 1 Solutions: Dinosaurian Dilemmas Q1 [25 Points] Fruit Frenzy Dinosaur Bobby is hungry and wants to eat some fruits. He knows about n fruit gardens. Each garden i is described by two integers: ei, the easiness of reaching garden i from where Bobby is, and qi, the number of fruits in garden
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Q1 Ford Fulkerson Consider the following network: CSC373 Fall’20 Tutorial 4 Tuesday, Oct. 6, 2020 5 99 s 936 8 a b c t Solution to Q1 (a) The iterations are as follows. 4 5 4 7 d (a) Compute a maximum flow in this network using the Ford-Fulkerson algorithm. For each iteration, write down
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12 November 2015 Term Test # 2 CSC 373 H1 Duration: Aids Allowed: Student Number: Last (Family) Name(s): First (Given) Name(s): 50 minutes One single-sided handwritten 8.5″×11″ aid sheet. Do not turn this page until you have received the signal to start. In the meantime, please read the instructions below carefully. This term test consists
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Q1 Teaching Assignment CSC373 Fall’20 Tutorial 5 Solutions Mon. Oct. 13, 2020 Suppose there are m courses: c1,…,cm. For each j ∈ {1,…,m}, course cj has sj sections. There are n professors: p1,…,pn. For each i ∈ {1,…,n}, professor pi has a teaching load of li, and has a preference for a subset of courses
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CSC373 Fall’20 Tutorial 1 Tuesday, Sept. 15, 2020 Master Theorem (General Version): For constants a 1 and b > 1, and an asymptotically positive function f(n), the recurrence relation T (n) a · T (n/b) + O(f (n)) has the following solution. 1. If f(n) = Onlogb a−ε for some constant ε >
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CSC373 Fall’20 Tutorial 2 Solutions Tue. Sept. 22, 2020 Q1 Interval Scheduling on m Machines Let us recall the interval scheduling problem from class. We are given n jobs, where each job Ij = [sj,fj) is an interval. Two jobs are compatible if their intervals have empty intersection. In class, we saw how to schedule
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CSC373H1 Midterm Test Fall 2019 Duration: Aids Allowed: Student Number: Last (Family) Name(s): First (Given) Name(s): 50 minutes One single-sided handwritten 8.5″×11″ aid sheet. Do not turn this page until you have received the signal to start. In the meantime, please read the instructions below carefully. This term test consists of 3 questions on 8
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Instructions CSC373 Fall’20 Assignment 2: Crazy Circus Due Date: 1st November 2020, 11:59pm ET 1. Typed assignments are preferred (e.g., PDFs created using LaTeX or Word), especially if your handwriting is possibly illegible or if you do not have access to a good quality scanner. Either way, you need to submit a single PDF named
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Instructions CSC373 Fall’20 Assignment 3: Chakra Conundrums Due Date: November 23, 2020, 11:59pm ET 1. Typed assignments are preferred (e.g., PDFs created using LaTeX or Word), especially if your handwriting is possibly illegible or if you do not have access to a good quality scanner. Either way, you need to submit a single PDF named
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