Python Investment Toolkit - From Basics to Advanced Risk Management
Start with foundational Python techniques in time series manipulation and drawdown analysis to better understand market fluctuations.
Progress to evaluating downside risks using metrics like Semideviation, Value at Risk (VaR), and Conditional Value at Risk (CVaR), and learn to apply these using Python.
Explore advanced techniques including the Parametric Gaussian VaR and Cornish-Fisher Modification.
Conclude by mastering Portfolio Insurance strategies with a dynamic risk budget algorithm, including building and backtesting the Constant Proportion Portfolio Insurance (CPPI) strategy.
This course equips you with cutting-edge tools to manage and mitigate financial risk effectively.
Your Instructor
Alexandra Kropf is Mammoth Interactive's CLO and a software developer with extensive experience in full-stack web development, app development and game development. She has helped produce courses for Mammoth Interactive since 2016, including the Coding Interview series in Java, JavaScript, C++, C#, Python and Swift.
Mammoth Interactive is a leading online course provider in everything from learning to code to becoming a YouTube star. Mammoth Interactive courses have been featured on Harvardโs edX, Business Insider and more.
Over 12 years, Mammoth Interactive has built a global student community with 4 million courses sold. Mammoth Interactive has released over 350 courses and 3,500 hours of video content.
Founder and CEO John Bura has been programming since 1997 and teaching
since 2002. John has created top-selling applications for iOS, Xbox and
more. John also runs SaaS company Devonian Apps, building
efficiency-minded software for technology workers like you.
Course Curriculum
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Start01 Load Hedge Fund Data in Python (3:19)
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Start02 Calculate Semideviation in Python (2:36)
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Start03 Calculate Value at Risk in Python (3:36)
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Start04 Calculate Conditional Value at Risk in Python (3:22)
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Start05 Calculate Parametric Gaussian Value at Risk in Python (1:34)
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Start06 Calculate Cornish-Fisher Modification in Python (9:42)
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StartSource files