Since Bayesian statistics is both fundamental and theoretically tractable

What do you mean by "tractable" here?

In standard form, a natural latent is always approximately a deterministic function of $X$. Specifically: $\Lambda \left(X\right)\approx {\prod }_i(x^{\prime }\mapsto P[X_i=x_i^{\prime }|X_{\overline{i}}\left]\right)$.

What does the arrow mean in this expression?

You can find their prefeed contact info in each document in the Team section.

Yes there are, sort of...

You can apply to as many projects as you want, but you can only join one team. 

The reasons for this is: When we've let people join more than one team in the past, they usually end up not having time for both and dropping out of one of the projects.

What this actually means:

When you join a team you're making a promise to spend 10 or more hours per week on that project. When we say you're only allowed to join one team, what we're saying is that you're only allowed to make this promise to one project.

However, you are allowed to help out other teams with their projects, even if you're not officially on the team.

@Samuel Nellessen 
Thanks for answering Gunnars question.

But also, I'm a bit nervous that posting their email here directly in the comments is too public, i.e. easy for spam-bots to find. 

If the research lead want to be contactable, their contact info is in their projekt document, under the "Team" section. Most (or all, I'm not sure) research leads have some contact info.

Yesterday was the official application deadline for leading a project at the next AISC. This means that we just got a whole host of project proposals. 

If you're interested in giving feedback and advise to our new research leads, let me know. If I trust your judgment, I'll onboard you as an AISC advisor.

Also, it's still possible to send us a late AISC project proposals. However we will prioritise people how applied in time when giving support and feedback. Further more, we'll prioritise less late applications over more late applications. 

At this writing www.aisafety.camp goes to our new website while aisafety.camp goes to our old website. We're working on fixing this.

If you want to spread information about AISC, please make sure to link to our new webpage, and not the old one. 

Thanks!

I have two hypothesises for what is going on. I'm leaning towards 1, but very unsure. 

1)

king - man + woman = queen

is true for word2vec embeddings but not in LLaMa2 7B embeddings because word2vec has much fewer embedding dimensions. 

• LLaMa2 7B has 4096 embedding dimensions.
• This paper uses a variety of word2vec with 50, 150 and 300 embedding dimensions.

Possibly when you have thousands of embedding dimensions, these dimensions will encode lots of different connotations of these words. These connotations will probably not line up with the simple relation [king - man + woman = queen], and therefore we get [king - man + woman $\ne$ queen] for high dimensional embeddings.

2)

king - man + woman = queen

Isn't true for word2vec either. If you do it with word2vec embeddings you get more or less the same result I did with LLaMa2 7B. 

(As I'm writing this, I'm realising that just getting my hands on some word2vec embeddings and testing this for myself, seems much easier than to decode what the papers I found is actually saying.)