What Will You Learn?

• Gamma Functions: Overview and properties.
• Beta Functions: Overview and properties.
• Gamma and Beta Functions Exercises: Practice problems.
• Multiple Integration 1: Properties and examples.
• Multiple Integration 2: Practice problems.
• Partial Differentiation 1: Properties and examples.
• Partial Differentiation 2: Practice problems.
• Partial Differentiation 3: Discussion and problem-solving.
• Complex Variables 1: Properties and examples.
• Complex Variables 2: Practice problems.
• Linear Algebra 1: Matrices – definitions and properties.
• Linear Algebra 2: Elementary row operations and forms.
• Linear Algebra 3: Inverse and orthogonal matrices.
• Linear Algebra 4: Rank and normal forms.
• Linear Algebra 5: Systems of linear equations.
• Linear Algebra 6: Vector spaces – combinations, dependence, and independence.
• Linear Algebra 7: Linear transformations – common operators.
• Linear Algebra 8: Practice problems on transformations.
• Linear Algebra 9: Eigenvalues and eigenvectors.
• Q&A: Final review and final questions.