|
The Markov Chain model and process
uses three important kinds of modern
mathematics: probability, matrices,
and time-stepping.
The Monte Carlo method is a computer
simulation method using random
numbers and statistical
probabilities to explore systems
that are too complicated to solve
through analytical means.
-
Knowledge of probability theory up to conditional
probability,
-
Knowledge of basic statistics,
-
Understanding of random walk,
-
Awareness of need for good
random number generators Knowledge of matrices used as transformations.
- Describe the basic concepts of
the method,
- Confirm the validity of the
method through application to well-known situations such as finding the
value of pi,
- Name some of the wide range of
fields the method can be applied to in order to see (numerically) how to
describe the situation.
Start the tutorial
|