<link href="https://fonts.googleapis.com/css2?family=Caveat:wght@500;700&family=JetBrains+Mono:wght@400;500;600&family=Plus+Jakarta+Sans:wght@600;700;800&display=swap" rel="stylesheet" /> Skip to main contentEngineering Courses, Mentoring & Jobs | EveryEng
Advanced Algorithmic Trading and Portfolio Management banner
Preview this course

Advanced Algorithmic Trading and Portfolio Management

Advanced Algorithmic Trading and Portfolio Management banner
Preview this course
Self-paced Advanced

Advanced Algorithmic Trading and Portfolio Management

4(1580)
3 enrolled
1335 views
FREE
1425 min
Anytime
English
1335 views
Team EveryEng
Team EveryEngMechanical Engineering
  • Lifetime access
  • Certificate of completion
  • Anytime Learning
  • Learn from Industry Expert
Volume pricing for groups of 5+

Why enroll

Participants join this course to understand how algorithmic trading systems analyze market data and automatically execute trades. It helps learners develop skills in quantitative analysis, financial modeling, and data-driven investment strategies. The course also teaches portfolio management techniques to balance risk and maximize returns. Many participants enroll to explore career opportunities in fintech, quantitative finance, and investment management.

Is this course for you?

You should take this if

  • You work in Aerospace or Automotive
  • You're a Data Science & Analysis professional
  • You have 3+ years of hands-on experience in this field
  • You prefer self-paced learning you can revisit

You should skip if

  • You're new to this field with no prior experience
  • You need a different specialisation outside Data Science & Analysis
  • You need live interaction with an instructor

Course details

Advanced Algorithmic Trading and Portfolio Management is a comprehensive course designed to help learners understand how technology and data are used to make smart financial investment decisions. The course introduces the fundamentals of algorithmic trading, where computer programs automatically execute trades based on predefined rules and market conditions. Participants will learn how financial markets work and how algorithms can analyze large amounts of market data quickly and efficiently. The course also covers portfolio management strategies used to balance risk and return while investing in different assets. Learners will explore concepts such as quantitative analysis, trading strategies, backtesting, and risk management. Practical examples help students understand how trading algorithms are designed and evaluated. The course also explains how diversification and asset allocation help in building strong investment portfolios. By the end of the course, participants will gain insights into modern trading technologies and data-driven investment methods. This course is ideal for students, finance enthusiasts, and professionals who want to explore the intersection of finance, mathematics, and technology. It provides a strong foundation for those interested in careers in fintech, quantitative finance, and investment management.

Course suitable for

Key topics covered

  • Develop advanced algorithmic trading strategies using Python and popular libraries (Pandas, NumPy, scikit-learn)

  • Implement machine learning and AI techniques for trading decision-making

  • Optimize portfolio performance using risk management and diversification methods

  • Analyze market data and identify profitable trading opportunities

  • Backtest and evaluate trading strategies

Course content

The course is readily available, allowing learners to start and complete it at their own pace.

28 lectures23 hr 45 min
  1. Introduction to R Programming and Installation
    60 min
  2. Data Handling and Data Cleaning With R
    48 min
  3. Visulaizing the Weekly Gasoline Price Using Barplot
    37 min
  4. Basic of Return Risk Framework
    43 min
  5. Investment Performance and Return Distribution
    50 min
  6. Portfolio Construction With Two Securities: Expected Returns
    40 min
  7. Portfolio Construction Recap I
    46 min
  8. Efficient Frontier Scenarios: Multi Security Case: II
    48 min
  9. Assumptions With CAPM
    30 min
  10. Single Index Models and Correlation Structure
    55 min
  11. Arbitrage Pricing Theory
    65 min
  12. Portfolio Mangement Strategies
    37 min
  13. Portfolio Performance Evaluation
    30 min
  14. Portfolio Performance Evaluation: Timing
    31 min
  15. Mean Variance Framework Recap
    75 min
  16. Feasible Portfolio
    72 min
  17. Dow Theory
    46 min
  18. Introduction to Moving Averages
    40 min
  19. Introduction to Momentum Oscillators
    65 min
  20. Trading Indicators
    58 min
  21. Bollinger Bands Analysis
    55 min
  22. Introduction to Panel Methods
    46 min
  23. Case Study: Prediction of Broad Marketwide Returns
    61 min
  24. Short Selling in The fullest sense - Minimum Variance Frontier
    61 min
  25. Fallings of CAPM
    52 min
  26. Non Marketable Assets
    57 min
  27. Volatility Models
    61 min
  28. Value at Risk
    56 min

Opportunities that await you!

Career opportunities

FREE

Access anytime

Questions and Answers

A: The number that matters is participation rate versus instantaneous spread. Doubling spread feeds straight into market impact if you keep the same aggression. VWAP doesn't cancel spread cost; it averages price, not microstructure. A controlled reduction in participation rate limits further damage while keeping the order alive.

A: The boundary is holding period. Intraday edges are often on the order of a few basis points; overnight gaps are an order of magnitude larger. Flat intraday PnL rules out fees as the driver, and a regime shift wouldn't wait for the close.

A: Start with expectancy: 0.55×1.2 − 0.45×1.0 ≈ 0.21. Variance is dominated by outcomes around ±1, so σ is near 1. Expectancy divided by σ puts you near a tenth, not anywhere close to unity.

A: The hard threshold is the reconciliation window. Hundreds of milliseconds is long enough for bad prints or crossed markets. Acting on the first feed without validation exposes you to phantom liquidity.