Monte Carlo Simulation

Monte Carlo simulation is a powerful method that uses probability distributions to model and simulate various types of systems. By applying controlled randomness, it explores the range and likelihood of possible outcomes within a scenario or system, producing results that vary in each run.

Learn two types of Monte Carlo simulations: stochastically (randomly) varying initial conditions input into a deterministic model and fixed initial conditions input into a stochastic model. In both, randomness is generated using probability distributions selected and parameterized to model the actual variability present in the scenario or system being modeled.

What You Will Learn:

  • Definitions and distinctions between the two types of Monte Carlo Simulation
  • Step-by-step procedures for implementing each type
  • Source and analysis of randomness in Monte Carlo Simulation
  • Implementation methods demonstrated through increasingly sophisticated examples
  • Application of basic experimental design principles to Monte Carlo Simulation

This course is included in the Modeling and Simulation Certificate.

Earn 1.4 Continuing Education Units (CEUs).

 Session Information: D2300006

Schedule: Access content 24/7 online. You have 30 days to complete the course.
Times: 12:00am-11:59pm CDT

Bulletin

CALIFORNIA RESIDENTS: The state of California does not participate in the SARA agreement at this time. Therefore, students residing in California cannot pursue online courses. For more information, please visit opce.uah.edu/stateauthorizations.

Instructors

Name Additional Resources
Gregory Tackett

Facility Detail

Online
Canvas - Learning Management System
Access content 24/7
UAH, OPCE VIRTUAL