Monday, June 26, 2017

Episode #25 - McNamara on Fairness, Utility and High Frequency Trading

stevenmcnamara.jpg

In this episode I am joined by Steven McNamara. Steven is a Professor of Law at the American University of Beirut, and is currently a visiting professor at the University of Florida School of Law. Once upon a time, Steven was a corporate lawyer. He is now an academic lawyer with interests in moral theory, business ethics and technological change in financial markets. He also has a PhD in philosophy and wrote a dissertation on Kant’s use of Newtonian scientific method. We talk about the intersections between moral philosophy and high frequency trading, taking in the history of U.S. stock market in the process.

You can download the episode here. You can listen below. You can also subscribe on Stitcher and iTunes.



Show Notes

  • 0:00 - Introduction
  • 1:22 - The history of US stock markets
  • 7:45 - The (regulatory) creation of a national market
  • 13:10 - The origins of algorithmic trading
  • 18:15 - What is High Frequency Trading?
  • 21:30 - Does HFT 'rig' the market?
  • 33:47 - Does the technology pose any novel threats?
  • 40:30 - A utilitarian assessment of HFT: does it increase social welfare?
  • 48:00 - Rejecting the utilitarian approach
  • 50:30 - Fairness and reciprocity in HFT
 

Relevant Links




2 comments:

  1. Thank you.
    Not only did not highlight it today!
    also
    I am, not a doctor, yet,
    Please make me vomit?

    ReplyDelete
  2. We’ve built a considerable reputation for our Social Media App Development Company - So, if you’re looking for a software developer, our team is seasoned and experienced. We focus on creating effective social networking applications, and offer full integration of social media app development services needed, starting from initial ideas and graphics creation, all the way through to the actual programming, testing and putting into service. Our team has a history of success. Get your free estimate today. Contact Us: 98106 76072

    ReplyDelete