Master mathematics from fundamentals to advanced concepts with this comprehensive course.
Course IntroductionThis course provides a detailed understanding of fixed income mathematics, covering essential mathematical concepts, bond types, and valuation techniques. With topics ranging from geometric and Taylor series to yield-to-maturity calculations, it bridges theoretical knowledge with practical applications in finance. Whether you're a student, professional, or financial enthusiast, this course equips you to analyze fixed-income securities confidently.
Section-Wise Curriculum OverviewSection 1: IntroductionBegin with the foundations of fixed income mathematics and its importance in financial analysis. Lecture 1: Introduction to Fixed Income Mathematics (Preview enabled)Overview of fixed income securities and mathematical applications. Section 2: Geometric and Taylor Series in Fixed Income MathematicsUnderstand how mathematical series contribute to fixed income analysis.
Lecture 2: Geometric Series in Fixed Income Mathematics (Preview enabled)Application of geometric series in bond valuation. Lecture 3: Taylor Series in Fixed Income Mathematics (Preview enabled)Introduction to Taylor series and its use in fixed income calculations. Lecture 4: Taylor Series in Fixed Income Mathematics ContinuesAdvanced exploration of Taylor series applications.
Section 3: Derivatives in Fixed Income MathematicsLearn the role of calculus in analyzing fixed income securities. Lecture 5: Derivatives Fixed Income Mathematics (Preview enabled)Basics of derivatives and their relevance in bond pricing. Lecture 6: Integration Fixed Income MathematicsIntegration techniques for bond value determination.
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