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The key difference in your example and the comment you are replying to is that the commenter is not "defending the decision" via a logical implication. Obviously the implication can be voided by showing the assumption false.


The OpenAI employee posting this is a well known theoretical computer scientist: https://en.wikipedia.org/wiki/S%C3%A9bastien_Bubeck


Yes, he published a paper claiming GPT-4 has "sparks" of AGI. What else is he known for in the field of computer science?

https://arxiv.org/abs/2303.12712


Hello, TCS assistant professor here: he is legitimately respected among his peers.

Of course, because I am a selfish person, I'd say I appreciate most his work on convex body chasing (see "Competitively chasing convex bodies" on the Wikipedia link), because it follows up on some of my work.

Objectively, you should check his conference submission record, it will be a huge number of A*/A CORE rank conferences, which means the best possible in TCS. Or the prizes section on Wikipedia.


I don't deny that his output is highly valued among AI researchers.

Provocative as my question may be, the point I wanted to make is that his most highly cited paper that I already mentioned is suspiciously very in line with the OpenAI narrative. I doubt if any of his GPT research is really independent. With great salary comes great responsibility.


Not sure if you're trying to be provocative, but you could just click his name in the link you provided to find a lengthy list of arXiv preprints: https://arxiv.org/search/cs?searchtype=author&query=Bubeck,+...


Not sure what this has to do with my post.


> Any mathematicians who have actually called it "new interesting mathematics", or just an OpenAI employee?

He is a mathematician. Unless you wanted to say "any other mathematicians..."


I quite enjoyed it. You're in a different part of the world and only have access to lead level data from your local population. You spot an anomaly in a cultural subgroup. Then through extensive guesswork you pinpoint a cause to a specific additive to a spice often consumed by folks in this culture. I would say that qualifies as a detective story.

But anyway, lead chromate is not a pesticide. The level of harm from pesticides containing heavy metals vs lead chromate is different. You're probably much much less likely to see lead poisoning levels in your blood just by consuming food treated only with pesticides.


I quite hated it. Very poorly written article with no greys


Salaries in general (not just of software developers) are tax deductible in many countries. This is desirable because we do not want companies to be paying taxes on revenue.


I dunno, I pay taxes on revenue.


Are you a company? If not, then you probably don't have revenue -- you have income.


In the US, unless you are a C Corp then you probably also pay taxes on net income of some form. C Corps have some different accounting, where dividends are double taxed unfortunately.

Small business owners are very impacted by the R&D schedule.


If only I can pay tax just for income - expenses (rent, food, etc.)


Do you take a standard deduction?

It's clearly not enough to cover all of the expenses that are required to generate your "revenue", but it's a gesture in that direction.


It's unclear to me why this is isn't statistically possible. Could you please explain?

But anyways, this article (paywalled) claims that 48% of California adults were born in the state as of 2022: https://www.sfchronicle.com/projects/2024/california-populat...


In SF and LA those numbers are nowhere near to being 50%. And I guess the wording is important, since many people can crash on a couch for the first few months and then are considered previously housed by the self reporting survey question.


The survey was done across California -- not just SF and LA. Either way, wikipedia claims that 37.7% of SF residents were born in California which is slightly closer to 50% than the 25% figure you quoted (https://en.wikipedia.org/wiki/Demographics_of_San_Francisco#...).

The survey also states that "Most participants (87%) were born in the United States. ... Two-thirds (66%) were born in California."

I still don't understand why the survey is statistically impossible.


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