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Courses listing-old

A variety of optimization methods stressing extensions of linear programming and its applications.
School of Continuing Education and Summer Sessions
$
An introduction to programming with Python for students aiming to enter the world of business analytics.
College of Business, School of Continuing Education and Summer Sessions
$
Formulation of linear programming problems and solutions by the simplex method.
School of Continuing Education and Summer Sessions
$
This course covers the theory behind decision making and applying analytic tools.
College of Agriculture and Life Sciences
$
Prepare yourself to serve in the international business world by gaining a basic understanding of global business.
School of Continuing Education and Summer Sessions, College of Agriculture and Life Sciences
$
Evolution is the central concept in biology. This course examines evolution as a science in an historical context.
School of Continuing Education and Summer Sessions, College of Agriculture and Life Sciences
$
Uses basic concepts and techniques of random processes to construct models for a variety of problems of practical interest.
School of Continuing Education and Summer Sessions
$
Uses basic concepts and techniques of random processes to construct models for a variety of problems of practical interest.
School of Continuing Education and Summer Sessions
$
This course unravels some of the mysteries going on inside software used for art and music
School of Continuing Education and Summer Sessions
$
Learn to produce mushrooms or fruit, manage grazing, grow a farm business and more in these online courses for small farmers
College of Agriculture and Life Sciences
$
Introduction to programming with Excel Visual Basic for Applications (VBA) for students aiming to enter the world of business
College of Business, School of Continuing Education and Summer Sessions
$
This course explores communication practices and theories as they are observed in personal and professional contexts.
College of Agriculture and Life Sciences
$

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