Statistics for Machine Learning for Investment Professionals

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Free Online Course: Statistics for Machine Learning for Investment Professionals provided by Coursera is a comprehensive online course, which lasts for 6 weeks long, 18 hours worth of material. The course is taught in English and is free of charge. Upon completion of the course, you can receive an e-certificate from Coursera. Statistics for Machine Learning for Investment Professionals is taught by Shreenivas Kunte, CFA, CIPM.

Overview
  • One of the biggest changes in the past decade is the rapid adoption of machine learning, AI, and big data in investment decision making. This course introduces learners with knowledge of the investment industry to foundational statistical concepts underpinning machine learning as well as advanced AI techniques. This course demonstrates core modeling frameworks along with carefully selected real-world investment practice examples. The course seeks to familiarize learners with two important programming languages — Python and R (no prior knowledge of Python or R necessary). The motivation is to demonstrate the elegance — and speed — simple programming brings to the investment decision-making process. The reading material in this course offers in-practice insights curated from the blogs of CFA Institute as well as other leading publications.

    After taking this course you will be able to:
    - Describe the importance of identifying information patterns for building models
    - Explain probability concepts for solving investing problems
    - Explain the use of linear regression and interpret related Python and R code
    - Describe gradient descent, explain logistic regression, and interpret Python and R code
    - Describe the characteristics and uses of time-series models

    This course is part of the Data Science for Investment Professionals Specialization offered by CFA Institute.

Syllabus
    • Welcome to Statistics for Machine Learning for Investment Professionals
    • Data and Patterns
    • Randomness and Probability
    • Linear Regression
    • Advanced Regression Concepts
    • Time-Series Analysis
    • Final Assessment