TechTangents

著者： Pranav Mittal & Rohan Somaia
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  • Ever wondered about the use of all this mathematical and computational theory? Welcome to TechTangents, where we go on tangents about real-world applications of the fundamental theories. This is the start of a Podcast with 2 aspiring Maths/Computer Science Students- Pranav Mittal and Rohan Somaia, with the aim of inspiring and educating others, and learning essential skills and knowledge for personal growth and a deeper insight into our futures.
    Pranav Mittal & Rohan Somaia
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あらすじ・解説

Ever wondered about the use of all this mathematical and computational theory? Welcome to TechTangents, where we go on tangents about real-world applications of the fundamental theories. This is the start of a Podcast with 2 aspiring Maths/Computer Science Students- Pranav Mittal and Rohan Somaia, with the aim of inspiring and educating others, and learning essential skills and knowledge for personal growth and a deeper insight into our futures.
Pranav Mittal & Rohan Somaia
数学 科学
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エピソード
  • Optimisation Algorithms

    Optimisation Algorithms
    2025/05/11

    Welcome to TechTangents- Your Favourite STEM Podcast!


    In this episode we went on a massive and technical tangent regarding how algorithms are embedded and used in the world around. Moreover, diving deeper into how they optimise data, Dijkstra’s innovation and MILP!

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    20 分
  • Cryptography: How Maths Secures the Internet

    Cryptography: How Maths Secures the Internet
    2025/05/02

    Welcome to TechTangents- Your Favourite STEM Podcast - where we go on tangents about the applications and explanations behind complex mathematical and computational theories, formulae, discoveries/ inventions.


    This episode was totally focused on Cryptography. Starting from the use of basic maths, we somehow build up to Euler’s totient? If you’re wondering how that’s related, this is your sign to get listening to the podcast! Today, we ventured into both the past and present applications of the theories behind cryptography and how they are likely to evolve in the future.


    Enjoy!
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    17 分

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