RIP #QED
What is the math that enables cryptography?
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Podroll - Recommended by Show Authors
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Reverse Podroll - Motivate the Math is Recommended By:
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Show Boosts
Every boost sent to this show, as published to Nostr.
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Love you guys, persistence is key and the math is worth the slow grind.
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🫡🍳🥩🍄💪
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Merry Christmas!
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You butchered the Monty Hall problem. The setup is 3 doors. 2 goats 1 prize. You select a door. Before opening your door the host reveals a door from the remaining two that contains a goat and asks you if you want to switch your selection to the other unopened door. The hosts action is not random, they always show a goat and never reveal the prize. If you write out the sample space, you will see that switching your choice increases your probability of selecting the prize from an initial value of 1/3 to 2/3. Imagine instead if the host offered you to open both of the other doors or stay with opening a single door. Since the host's actions are deterministic, that is essentially the same thing.
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Let's test out these different possible probabilities and distributions of what if hypotheticals with Warnet!
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Let's do more attacks over simulation to better prepare! I gotta support some good math influencers :)
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5 min in and pausing to boost. You can show using number theory that continued fraction expansions offer the best rational approximations of irrational numbers in terms of increasing numerators and denominators. The first few fractions in the continued fraction expansion of pi are: 3, 22/7, 333/106, 355/113, 103993/33102, 104348/33215, ... To me 355/113 is the most interesting fraction in this list. Using numbers less than 1000 you get an approximation that is accurate to the order of 10^-7. Also it is 11 33 55 split in two, so easy to remember.
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Voice in my head said “ah, so it’s like the bookies I grew up around and the ‘vig’”.
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Yo yo yo🍄💪
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😂😂😂😂😂😂😂😂😂
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Thank you gentlemen
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Oh, and #freesamourai
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Legit brilliant. Thank you. 🙏 #40HPW🎧
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🍄🍄🍄💪💪💪
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🍄🍄🍄🫡🫡🫡💪💪💪
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https://fountain.fm/episode/YtbgIxoRqbe5RSrC1fym Thoughts on DahLIAS?
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Fundamentals, your Financial Engineering co-workers would never refer to themselves as engineers because they would have considered it an insult. They were all Doctorates in Physics who looked down on engineers in College, and probably still do today.
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@average_gary parasite.space is even more crazy, petahash is 1million terahashes not 1 thousand! 1 thousand is exohash :).
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Thanks
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Finally cought up with the episodes, I know there aren’t so many but it’s hard to find 100% attention time, preferably with a pen and notepad 📝 I have started a technical education this year after 15years not touching more than simple arithmetic so it’s perfect timing for me to get motivated! Thanks @dan_🍞 @Pickle Dan 🥒 for sharing it early on 🤗
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Held out for that math at the end 💪 The quadratic "-b" solution is easily derived. The cubic solution I memorized in middle school and is a bit or work but manageable. The quartic solution is a nightmare and involves a lot of refactoring into various different other forms until you reduce it to solving quadratics and cubics. The complexity is such that if a high school text book ever asks you to solve a quartic, you'd be better off guessing than applying the full algorithm by hand.
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Love it guys, great finish!
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I listen to motivate the math so I can kick the tires on new tech and so I know how to deal with bullies!