Course outcome |
Learning and teaching strategies |
Assessment Strategies |
On completion of this course, the students will be able to; CO 1.Read financial documents and compute basic financial statistics using R. |
Approach in teaching: Interactive Lectures, Group Discussion, Tutorials, Case Study Learning activities for thestudents: Self-learning assignments, presentations |
Class test, Semester end examinations, Quiz, Assignments, Presentation |
CO 2.Import data sets and apply various visualization techniques. |
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CO 3.Recognize and relate the concept of Risk Diversification and management through different portfolio models. |
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CO 4. Apply the simulating trading strategies. |
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CO 5.Comprehend and apply the Option pricing models. |
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CO 6.Analyze the utility of implied volatility in price models. |
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Introduction: Meaning-Importance of Financial Analytics, Documents used in Financial Analytics: Balance Sheet, Income Statement, Cash flow statement, Elements of Financial Health: Liquidity, Leverage, Profitability.
Financial Statistics: Concept and mathematical expectation, Probability, Mean, SD and Variance, Skewness and Kurtosis, Covariance and correlation, Financial Returns, Capital Asset Pricing model.
Financial Securities: Bond Investments, Stock Investments, Securities Data Sets and visualization, Securities data set importing and cleansing, Plotting multiple series, adjusting for stock splits & Mergers, generating prices from log returns.
Application of Sharpe Ratio using R
Markowitz means - variance optimization: Optimal Portfolio of two risky assets, Data mining with Portfolio optimization.
Gauging the market Sentiment: Markov Regime Switching model, Reading the market data, Bayesian reasoning, Beta distribution, Prior and posterior distributions, Momentum graphs
Simulating Trading Strategies: Foreign exchange markets, Chart analytics, Initialization and finalization - Bayesian Reasoning within Positions, Entries, Exits, Profitability, Short term volatility, The State Machine
Binomial Model for Options: Applying computational finance, Rsik Neutral Pricing and No Arbitrage, High Risk
Free Rate Environment, Put Call Parity, From Binomial to Log-normal.
Black - Scholes model and option - Implied volatility: Black - Scholes model: Concept and applications, Derivation - Algorithm for Implied volatility.
Essential readings