another nice lllm learning technique: take something i struggle with, ask it to create a minimal example demonstrating the same issue for me to practice, then after i figure it out, ask it to make a slightly more complex one etc. still requires a lot of direction from my side but genuinely helpful
say "the key insight" one more time
uhh https://morel.us-east.host.bsky.network/xrpc/com.atproto.sync.getBlob?did=did:plc:fpruhuo22xkm5o7ttr2ktxdo&cid=bafkreiaf3ktzest4e7xya72syevdcsmrg3zo5v3s4ogktwfohy3hoajsoi
could not for the life of me figure this out on my own. turns out sometimes in mathematics you just have to do things twice https://morel.us-east.host.bsky.network/xrpc/com.atproto.sync.getBlob?did=did:plc:fpruhuo22xkm5o7ttr2ktxdo&cid=bafkreigcpfz2gxztb2tvjboile2nqqdrojjsap54qawkitnd3pzpz2a5eq
this is waaaay more enjoyable than i thought it would be, especially with the benefit of hindsight (cantor *was* cooking! and he knew that) wonderfully terse and to the point too RE: View quoted note β†’
this is interesting [github.com/argumentcomp...]( ) [GitHub - argumentcomputer/ix: ...]( )
ok cantor's writing is super crisp and clear so far, really liking it. skip the introduction and start with page 85 (93 in the pdf). he's starting by describing the set theory [webhomes.maths.ed.ac.uk/~v1ranick/pa...](πŸ“„.pdf ) RE: https://morel.us-east.host.bsky.network/xrpc/com.atproto.sync.getBlob?did=did:plc:fpruhuo22xkm5o7ttr2ktxdo&cid=bafkreidnfdorckpkebiigun6gxk5vdzjng3nsqaxjvz7gr7eaphglu6ffq https://morel.us-east.host.bsky.network/xrpc/com.atproto.sync.getBlob?did=did:plc:fpruhuo22xkm5o7ttr2ktxdo&cid=bafkreicykzp6z2ezomzcvtgp2nva5dpmnt5ipzueeplumwguypa5rzsfmq https://morel.us-east.host.bsky.network/xrpc/com.atproto.sync.getBlob?did=did:plc:fpruhuo22xkm5o7ttr2ktxdo&cid=bafkreicyaziwpnsotwbza5ecmf3cwltjgjmyylunebxjmevgpkedhfpuke https://morel.us-east.host.bsky.network/xrpc/com.atproto.sync.getBlob?did=did:plc:fpruhuo22xkm5o7ttr2ktxdo&cid=bafkreifynqjwlji324qoan7za3tebr3az4nshpfutiomo7w3vqmt26vp4u View quoted note β†’
is there any repository or a place with freely available English translations of classic mathematical papers? i mean the actual historic stuff, like original writing by Euler, Cantor, etc. ideally well-curated. i don’t actually know how clear their writing is, so inline modern notes are welcome too
i’m enjoying learning mathematics in Lean quite a bit. i do it recreationally but i am starting to wonder if i can ever get paid doing it. the main obstacle is that nobody has a reason to pay me to learn basic things, and i seriously doubt my ability to move beyond those. even then, it’s academia
today i spent most of the time on this proof. it describes how you can associate a set of all subsets of X with a set of all possible functions between X and {0, 1} because 0 and 1 ("no" and "yes") correspond to "should we include this element". i found it mindbending but in the end it made sense https://morel.us-east.host.bsky.network/xrpc/com.atproto.sync.getBlob?did=did:plc:fpruhuo22xkm5o7ttr2ktxdo&cid=bafkreieccukc2vxtftvaqysku2cydo4zozsjtyjb7li4ix64hjc3y7vsoy https://morel.us-east.host.bsky.network/xrpc/com.atproto.sync.getBlob?did=did:plc:fpruhuo22xkm5o7ttr2ktxdo&cid=bafkreicpjbl4jnzloagwpckfrhfurdcumry5gdvdzkuhw2b4e7fluvdwbm