MTM21: Probability, Poisson, and Adversarial Noderunning
By Fundamentals and average_gary
Ep. 21 · Aired Aug 29, 2025 · 1h 7m · Last boosted Sep 1, 2025
Chapters
Show Notes
Fundamentals. @Fundamentals21m Book: https://zeuspay.com/btc-for-institutions npub12eml5kmtrjmdt0h8shgg32gye5yqsf2jha6a70jrqt82q9d960sspky99g AverageGary npub160t5zfxalddaccdc7xx30sentwa5lrr3rq4rtm38x99ynf8t0vwsvzyjc9 Pascal's Triangle https://en.wikipedia.org/wiki/Pascal's_triangle In this episode, we delve into the fascinating world of probability distributions and their relevance to Bitcoin's security and mining processes. We start by discussing the concept of probability distributions, such as binomial and Poisson distributions, and how they help us understand the likelihood o...
Nostr Boost Stats
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Nostr Community
Everyone who has boosted MTM21: Probability, Poisson, and Adversarial Noderunning on Nostr, ranked by sats sent, all time.
- Rob Hamilton 21k sats
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- theGig 3.1k sats
- godsdeth (dr4kdr0u) 237 sats
- JasonC 121 sats
- Piez 121 sats
Episode Boosts
Every boost sent to this episode, as published to Nostr, newest first.
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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 le…
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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