TL;DR
NOVAH (No Violence At Home) was incubated by Charity Entrepreneurship (now Ambitious Impact) in 2024 to test a promising idea: preventing intimate partner violence through edutainment, in our case a serialised radio drama. Over the past two years we have produced and aired two seasons in Rwanda.
We are currently evaluating our second season through a randomized controlled trial with 2,400 couples in Rwanda in partnership wi...
BLUF:
* To determine whether AI is ‘improving exponentially’, ‘hitting the wall’, or any other claim which involves a quantity or magnitude (e.g. ‘This model was a big leap/small increment’). We need a good y-axis: an interval scale of AI capability which means +1 unit always represents the same degree of ‘how much better’, in the same way +1 degree Celsius is always the same amount of ‘how much hotter’.
* Yet there is no good y-axis for AI capability. All our...
TL;DR
* The Long-Term Future Fund is closing down, and EA Funds is launching the Transformative AI Fund with a new full-time team.
* The fund's primary focus is technical AI safety and AI governance (including post-AGI governance), as well as supporting fields such as field-building and forecasting. We'll also consider non-GCR implications of transformative AI such as flourishing futures and digital...
In his recent interview on the 80000 Hours Podcast, Toby Ord discussed how nonstandard analysis and its notion of hyperreals may help resolve some apparent issues arising from infinite ethics (link to transcript). For those interested in learning more about nonstandard analysis, there are various books and online resources. Many involve fairly high-level math as they are aimed at putting what was originally an intuitive but imprecise idea onto rigorous footing. Instead of those, you might want to check out a book like that of H. Jerome Keisler's Elementary Calculus: An Infinitesimal Approach, which is freely available online. This book aims to be an introductory calculus textbook for college students, which uses hyperreals instead of limits and delta-epsilon proofs to teach the essential ideas of calculus such as derivatives and integrals. I haven't actually read this book but believe it is the best known book of this sort. Here's another similar-seeming book by Dan Sloughter.