Zero Knowledge Proofs: A Technical Deep Dive

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  • Опубликовано: 24 апр 2023
  • In this webinar we'll explore the fascinating world of zero knowledge proofs, a cutting-edge area of cryptography that allows one party to demonstrate to another party that they possess certain information or knowledge, without actually revealing the information itself.
    Jim Zhang, Kaleido Co-Founder and Head of Protocol, will take you through the technical aspects of how zero knowledge proofs work.
    Here's whats covered:
    - An introduction to the concept of zero knowledge proofs
    - The steps involved in constructing SNARK, the most widely used ZKP system
    - A live demo of a simple circuit to show the algorithm in action
    No matter your skill level, there's something in this webinar for everyone.
    Follow us on social media!
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    #EnterpriseBlockchain #Blockchain #Kaleido #zeroknowledge #cryptography #ZKP
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Комментарии • 7

  • @telelvisjr
    @telelvisjr 21 день назад

    simple explanation for complex subject, well done!

  • @regionaltantrums
    @regionaltantrums 9 месяцев назад +5

    Is there a way to get the deck that was used during the presentation? Also, a part2 of this talk would be great. This was really helpful. Thank you

  • @AlexanderJohnLee
    @AlexanderJohnLee 2 месяца назад

    exceptional video

  • @justiceessiel6123
    @justiceessiel6123 7 месяцев назад

    the best tutorial ever .. I saw him about to talk about a non interactive I dont know if that means that the first portion was for the interactive and if we another session like this to speak on the non interactive would be gold

  • @KipIngram
    @KipIngram 2 месяца назад

    This isn't clear at all. Your R1CS representation seems to only capture "which inputs contribute to which outputs" - it doesn't seem to tell you whether to add or multiply, etc. So I don't really see what you DO with it. It's not clear what the * operation is doing at 26:09, either. Very muddy.

  • @toordog1753
    @toordog1753 6 месяцев назад

    Ouch, that back and forth is completely unnecessary.