Traveling Salesman Problem Knapsack Problem Assignment Problem Given a cities with known distances between each pair, find the shortest tour that passes through all the eities exactly once befere returning to the starting city Given n cities with known distances between each pair. find the shortest tour that passes through all the cities exactly once before returning to the starting city There are a poople who need to be assigned to n jobs, one person per job. The cost of assigning person p to job j is Cij Find an assignment that minimizes the total cost. Find most valuoble subset of the items that fit into the knapsack Alternatively: find shortest Hamiltoan circuit in a weighted Laranh Generate all legitimate assignments, compute their eosts, and select the cheapest one

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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Traveling Salesman Problem
Knapsack Problem
Assignment Problem
Given n cities with known distances
between each pair. find the shortest
tour that passes through all the cities
exactly once before returning to the
starting city
There are n people who need to be
assigned to n jobs, one person per job.
The cost of assigning person p to job j
is C[ i.j]. Find an assignment that
minimizes the total cost.
Given n cities with known distances
between each pair, find the shortest
tour that passes through all the cities
exactly once before retuming to the
starting city
Find most valuable subset of the
items that fit into the knapsack
Alternatively: find shortest
Hamiltouian circuit in a weighted
counecyed graph
Generate all legitimate assignments,
compute their costs, and select the
cheapest one.
Transcribed Image Text:Traveling Salesman Problem Knapsack Problem Assignment Problem Given n cities with known distances between each pair. find the shortest tour that passes through all the cities exactly once before returning to the starting city There are n people who need to be assigned to n jobs, one person per job. The cost of assigning person p to job j is C[ i.j]. Find an assignment that minimizes the total cost. Given n cities with known distances between each pair, find the shortest tour that passes through all the cities exactly once before retuming to the starting city Find most valuable subset of the items that fit into the knapsack Alternatively: find shortest Hamiltouian circuit in a weighted counecyed graph Generate all legitimate assignments, compute their costs, and select the cheapest one.
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