Tangentially, OpenAI would be more than happy to provide you with access to
our proof assistant. For what it’s worth, internally, it has helped us a
lot getting up to speed with Metamath and more particularly its library.

More details are available here if interested:
https://groups.google.com/g/metamath/c/D09W2QVR-_I/m/g_rsqGj0AAAJ

Best,

-stan

On Mon, Sep 7, 2020 at 7:00 PM Norman Megill <[email protected]> wrote:

> Welcome!
>
> I wouldn't dismiss the 100 theorem list out of hand.  Many of them were
> done by non-mathematicians with a CS bent.  It looks like you have 8 or 9
> months to work on this, but even if in the end you discover you bit off
> more than you can chew, the background material that you do develop can
> help someone else complete it in the future.
>
> The people here are very helpful and would probably be willing to guide
> you through the process in terms of outlining what background material
> needs to be developed (which is important to get right so you won't waste a
> lot of time going down a wrong path), help you with proofs that you get
> stuck on, etc.  Don't hesitate to ask even the most basic questions like
> how to get started with Metamath.
>
> Many of the proofs that Metamath is missing have been done with other
> provers.  David Wheeler built a list of these, along with how many other
> provers have proved the theorem.  That can provide a rough idea of the
> difficulty - the more provers that have done a proof, the more likely it is
> feasible in Metamath.
>
> https://groups.google.com/g/metamath/c/QPOfJEnRqmU/m/zTt4GGiZDgAJ
>
> This list from 2016 is out of date, though.  David provided a python
> program there to regenerate it; perhaps you can re-run it and post the
> updated list here.
>
> In principle a proof from another prover can even provide a guide for the
> Metamath version, although I don't know if anyone has actually exploited
> this.  Some familiarity with the other proof language would be needed to
> understand its proof, although that might not be bad thing since it would
> broaden your background.
>
> Norm
>
> On Monday, September 7, 2020 at 5:17:17 AM UTC-4 ginx wrote:
>
>> Hi! and
>>
>> sorry if this is not the right place for this type of post. I recently
>> found
>>
>> out about Metamath and I couldn't help but be impressed by just the sheer
>>
>> concept of it all. I want to get deeper into it, however, as a CS student
>> with
>>
>> very little knowledge on mathematical logic or set theory, I don't really
>> know what
>>
>> the best way for me to start is.
>>
>>
>>
>>
>> If you have
>>
>> any recommendations of books, areas of interests or online resources
>> someone
>>
>> with my level (essentially zero, though I’m well acquainted with more
>> formal
>>
>> proofs because of math Olympiads) could read to get started, I would much
>> appreciate
>>
>> it.
>>
>>
>>
>>
>> By around June
>>
>> or July of 2021 I need to deliver a dissertation in order to graduate and
>> I would
>>
>> love it if it could be about some Metamath project, like formalizing some
>>
>> theorem (doesn’t need to be a very complicated one) that has yet to be
>> formalized.
>>
>> I read about the 100 theorems but I’m unsure if I could get one of those
>> within
>>
>> the allotted time. So feel free to recommend me some unformalized
>> theorems as
>>
>> well, I would much appreciate it.
>>
>>
>>
>>
>> Thanks for
>>
>> reading, and I greatly appreciate any help,
>>
>>
>>
>>
>> ginx.
>>
>>
>>
>>
>>
>>
>>
>>
>>
>>
>>
>>
>>
>
>
>
>
>
>
>
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