Readings • Problems Problem 1 Graph Traversals: BFS & DFS—Monday, March 2/Tuesday, March 3 q n yr s t x vw z Run DFS on the graph above starting from q. Mark the start and finish times of each vertex and classify each edge as a forward, back, tree or cross edge. You may assume […]
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Readings CIS 121—Data Structures and Algorithms—Spring 2020 Shortest Path in DAGs + Union-Find—Monday, April 6 Solution Set • Lecture Notes Chapter 20.3: Shortest Path in DAGs • Lecture Notes Chapter 22: Union Find Problems Problem 1 True or False: The shortest path algorithm in an edge weighted DAG works even with negative edge weights. Solution
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Deadline + Late Penalty¶ Note : It will take you quite some time to complete this project, therefore, we earnestly recommend that you start working as early as possible. • Submission deadline for the Project is 20:59:59 on 24th Apr, 2020 (Sydney Time). • LATE PENALTY: Late Penalty: 10-% on day-1 and 20% on each
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Assigned: April 20, 2020 Due: April 27, 2020 CIS 121 — Data Structures and Algorithms Homework Assignment 9 Note: The homework is due electronically on Gradescope on April 27, 2020 by 11:59 pm ET. For late submissions, please refer to the Late Submission Policy on the course webpage. You may submit this assignment up to
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Readings CIS 121—Data Structures and Algorithms—Spring 2020 Asymptotic Notation—Monday, January 27/Tuesday, January 28 Solution Set • Lecture Notes Chapter 5: Running Time and Growth Functions Problems Problem 0 [True or False] 1. A Big-O and Big-Omega bound for an algorithm correspond to worst-case and best-case runtime, respectively. 2. For any two functions, f and g,
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Readings Divide Conquer Combine Can we divide this into equivalent subproblems? Yes, we can divide this array into two halves each with n elements. Thus, each is an equivalent subproblem. 2 How can we recursively sort the two halves? That’s easy! Since we already broke it into subprob- lems, we will recurse using Mergesort on
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CIS 121 — Data Structures and Algorithms Practice Problems for Exam I February 16, 2020 1. Prove using induction that n is O(2n). 2. Prove that 2(n2) is not O(5n). Do not use any theorems about Big-Oh that you might happen to know other than the definitions. 3. Solve the following recurrence. Give a tight
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Readings CIS 121—Data Structures and Algorithms—Spring 2020 Tries and Binary Search Trees—Monday, April 20 / Tuesday, April 21 Solution Set • Lecture Notes Chapter 24: Tries • Lecture Notes Chapter 25: Balanced Binary Search Trees Problems Problem 1 Given a set of N strings, how can we find the longest common prefix between any two
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Department of Information Technology Higher Diploma in Software Engineering (IT114105) (2019/2020) ITP4512 Enterprise Software ASSIGNMENT Assignment Due Date and Time: 1st May 2020 (Fri) 11:55 p.m. ABAP Dictionary and ABAP Programming In this assignment, you are required to create a table with ABAP Dictionary; write two function modules; write a report program to insert records
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CSE 216 PROGRAMMING ABSTRACTIONS Dr. Ritwik Banerjee Computer Science, Stony Brook University Overview of topics Programming paradigms Functional programming Object-oriented design and programming Cross-cutting concepts Parallel Programming scopes bindings parameter passing type systems recursion higher-order procedures streams and lazy evaluation abstraction and encapsulation class hierarchy polymorphism and inheritance object-oriented design principles multi-paradigm programming unit testing