Convexity Trades for a Changed Paradigm (RE-RELEASE)

Published on
October 11th, 2020
Duration
53 minutes

Convexity Trades for a Changed Paradigm (RE-RELEASE)

The Archives From Real Vision ·
Featuring Ben Melkman

Published on: October 11th, 2020 • Duration: 53 minutes

Ben Melkman is a master of derivatives and trade structuring, having been mentored by some of the legends of the hedge fund business. In this Master Class, Ben explains his approach to identifying mispricings and gaining leverage from options in shifting economic paradigms. Filmed on February 9, 2017 in New York.

Comments

Transcript

  • SP
    Steve P.
    16 October 2020 @ 16:53
    How he describes options as a means to an end is great. It's an insight I came to, that option markets indeed allow you to "capture the distribution of returns you're aiming for." Couldn't of said it better.
  • ZF
    Zico F.
    13 October 2020 @ 19:09
    Is there any way we can have Steven Van Metre breakdown this video?
  • mp
    mitchell p.
    12 October 2020 @ 03:47
    Is it possible to put time stamps on re-released videos? Thanks for sharing!
    • CD
      Christopher D.
      12 October 2020 @ 21:28
      transcript: Filmed on February 9, 2017 in New York.
  • SJ
    Sean J.
    12 October 2020 @ 02:40
    Transcripts & charts to correlate with examples would add a lot. Thank you.
  • JP
    Jason P.
    11 October 2020 @ 13:37
    Excellent thank you for this. I would pay real money to see (..oh wait..) the 2020 version of these two brilliant minds watch this video of their 2017 selves and comment like a directors cut narration of how did the thesis evolve what they got correct what they missed and why and what did they learn and how will the apply this going forward thank you and my respects!
    • JF
      Jack F. | Real Vision
      11 October 2020 @ 16:38
      Hi Jason, Mike Green and Ben Melkman will be returning to Real Vision soon
  • IM
    Indranath M.
    11 October 2020 @ 12:36
    Fantastic content on options . Thanks for the re-release