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Department of Electrical, Computer Energy Engineering

University of Colorado Boulder

ECEN 2310 – Programming with Mathematical Software

Spring 2020

Final Project

Your final assignment will be to design, formulate, and solve a linear programming problem of

your choosing. It can be an electrical engineering problem (VLSI design, optimal clocking, etc.)

classical operations research problem (shortest path, bipartite matching, etc.) or a problem of

your own design pertaining to a hobby or everyday activity. Please use the linprog function in

MATLAB to solve your problem once formulated. Your problem must specify at least 20

decision variables (real world problems often have millions), must have both equality and

inequality constraints, as well as decision variables with both upper and lower bounds. Please use

the extended output version of linprog

([x,fval,exitflag,output,lambda] = linprog ()) and comment in your project report on

the extra outputs provided, beyond just the optimal values of the decision variables found.

Please provide a project report in IEEE format (Word and Latex templates here:

https://www.ieee.org/conferences/publishing/templates.html). This document should provide an

introduction to the problem, a mathematical formulation of your problem, and discussion and

analysis (with figures!) of your results. Please follow the template provided in the Optimization

Overview Lecture to provide the mathematical description of your decision variables, objective

function, bounds, and constraints. This document should be two pages maximum. It should be

written at a level that others who are familiar with MATLAB, but not with your specific project,

can understand the details. In addition to this report please include all files necessary to run your

program (including any data files if appropriate and a description of how to run your program) in

the same zip file to be uploaded to Canvas. If your program cannot be easily run based on the file

structure and description you will receive no credit for the assignment.

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