Random variables and probability distributions:
Random variables,
Mathematical Expectation,
Definitions and
properties of probability mass function,
probability density function and
distribution function.
Independence of random variables;
Moment generating function;
Standard distributions –
Uniform,
Binomial,
Poisson and
Normal distribution.
Bivariate distribution:
Joint distribution of two random variables,
marginal and conditional distributions.
Correlation and regression:
Scatter Diagram,
Karl Pearson’s Correlation Coefficient,
Spearman’s rank correlation coefficient.
Principle of least squares –
curve fitting –
Simple linear regression.
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