Progressively finite games (directed graphs): i) a finite number of choices at each move; and ii) the play of game ends after a finite number of moves (unlike, say, chess) Winner of the game is the player who makes the last move (to a winning position)—ending the game. Example 1: Can take away 1,2,3,or 4 […]
AMS 303 TEST 1 Fall 2022 Prof. Tucker 1. Give the cycle structure representation for a 135 degree rotation of the corners of a 8-gon. ANS: 1/8th of the way around the circle is 45º. So 135º is 3/8ths around the circle. x8 2. (12 pts) a) Construct the matching network and make a flow
Chapter 9 – Polya’s Enumeration Formula For black-white colorings of the corners of a floating square, the pattern inventory is 1b4+ 1b3w+ 2b2w2+ 1bw3+ 1w4 There are six non-equivalent colorings. The symmetries are a closed system. These eight symmetries generalize to any even n-gon. Colorings C and C’ are equivalent, C ≈ C’, if there
4. NETWORK ALGORITHMS A network is a graph, often directed, with numbers assigned to each edge. 4.1 Shortest Paths Find the shortest path between two given points, call them a and z in a directed network. The key idea is that to find the shortest path from a to z, one must first find the
CSC148, Winter 2019 Assignment 1 This code is provided solely for the personal and private use of students taking the CSC148 course at the University of Toronto. Copying for purposes other than this use is expressly prohibited. All forms of distribution of this code, whether as given or with any changes, are expressly prohibited. All
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Task 1: Reading and recording call events You are now ready to begin writing code! A note about doctests: we’ve omitted doctests from most of the starter code, and you aren’t required to write doctests for this assignment. You will write your tests in pytest instead. This is because, in this assignment, initializing objects for testing
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Homework 5 | C88C Spring 2023 Google Calendar Python Tutor Recordings Homework 5 Due at 11:59:59 pm on Thursday 3/2/2023. Instructions Download hw05.zip. Inside the archive, you will find starter files for the questions in this homework, along with a copy of the OK autograder. Submission: When you are done, submit with python3 ok –submit. You
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# Diner ADT def make_diner(name): “”” Diners are represented by their name and the number of free tables they have.””” return [name, 0] def num_free_tables(diner): return diner[1] def name(diner): return diner[0] # You will implement add_table and serve which are part of the Diner ADT # Group ADT def make_group(name): “”” Groups are represented by
passphrase = ‘*** PASSPHRASE HERE ***’ def midsem_survey(p): You do not need to understand this code. >>> midsem_survey(passphrase) ‘3d9f1125b109b311959d068240016badb874603eab75302a445e1a50’ import hashlib return hashlib.sha224(p.encode(‘utf-8’)).hexdigest() HW_SOURCE_FILE = __file__ def mobile(left, right): “””Construct a mobile from a left arm and a right arm.””” assert is_arm(left), “left must be a arm” assert is_arm(right), “right must be a arm” return