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Employment for Projects Formulate the following problem as integer linear programming problem. A company hires employees from a pool of 80 people. Employees are hired on a day to day basis. The pool contains 25 experienced persons. An experienced person can do twice as much work as an inexperienced person in the same time. Our company has n projects for which it has to recruit people. For the upcoming T days employees have to be divided over the projects. For project i (i = 1; :::; n) is w, the amount of required work on day t (t = 1; ::; T); an inexperienced employee can perform one unit of work per day. If an employee it

Employment for Projects Formulate the following problem as integer linear programming problem. A company hires employees from a pool of 80 people. Employees are hired on a day to day basis. The pool contains 25 experienced persons. An experienced person can do twice as much work as an inexperienced person in the same time. Our company has n projects for which it has to recruit people. For the upcoming T days employees have to be divided over the projects. For project i (i = 1; :::; n) is w, the amount of required work on day t (t = 1; ::; T); an inexperienced employee can perform one unit of work per day. If an employee it

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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IP Applications 4 Employment for Projects Formulate the following problem as integer linear programming problem. A company hires employees from a pool of 80 people. Employees are hired on a day to day basis. The pool contains 25 experienced persons. An experienced person can do twice as much work as an inexperienced person in the same time. Our company has n projects for which it has to recruit people. For the upcoming T days employees have to be divided over the projects. For project i (i = 1; :::; n) is w, the amount of required work on day t (t = 1; :::; T); an inexperienced employee can perform one unit of work per day. If an employee is hired on a certain day, he/she works on the same project all day. The cost for hiring a normal employee are c, per day and the cost for hiring an experienced employee are c, per day. Finally, for every day the minimal number of experienced employees that has to work on project i equals u,. The company wants to minimize the cost of hiring employees. 1 Goal: Minimize the cost of hiring employees Constraints: experienced and inexperienced employees
Transcribed Image Text:IP Applications 4 Employment for Projects Formulate the following problem as integer linear programming problem. A company hires employees from a pool of 80 people. Employees are hired on a day to day basis. The pool contains 25 experienced persons. An experienced person can do twice as much work as an inexperienced person in the same time. Our company has n projects for which it has to recruit people. For the upcoming T days employees have to be divided over the projects. For project i (i = 1; :::; n) is w, the amount of required work on day t (t = 1; :::; T); an inexperienced employee can perform one unit of work per day. If an employee is hired on a certain day, he/she works on the same project all day. The cost for hiring a normal employee are c, per day and the cost for hiring an experienced employee are c, per day. Finally, for every day the minimal number of experienced employees that has to work on project i equals u,. The company wants to minimize the cost of hiring employees. 1 Goal: Minimize the cost of hiring employees Constraints: experienced and inexperienced employees
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