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going pro

today i upgraded this site to a paid package. so a year of … algebraic geometry, minus fields, or the fine structure of the Galois correspondence.

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1755 Brunner

that’s a line in email sent by ravivakil, with some further instructions, so (a) its on for the 20th being the 1st lecture (with high probability), (b) i’m of-record, and (c) i’m using the (hideous in black and white) discord site used by the instructor (and author of foag) and a heap of other algebraic geometers and students. (d) will materialize shortly with a selection of moo-ish cms in which to to natter ensemble. zulip, discord, and something called coauthor.

fan-out / fan-in is hard, which is why delegation allows scaling, even with mechanisms (like email) that don’t “scale” like stateless http allows (broadcast model). go with units of what works, not a new, untested unit of impossible-by-any-other-means. why fail catistrophically at once when you can fail gracefully later? my two beads worth.

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more of kenji ueno

inter-library loan has brought me volume 3, further study of schemes. and in a lovely folio-size, betweem the cup & chicago blue cover sizes.

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algebraic geometry ueno

reading kenji ueno’s an introduction to algebraic geometry

this is a place holder for a piece i want to write on the detail explaination of a residue ring in appencidies a.1 and a.2. also to begin to set out what i hope will be a two-up blog.

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baseline hello wordpress post

account created for the purpose of participation / following ravi vakil’s summer online algebraic geometry course: math216.wordpress.com

i’ve four binders filled with the sections of ravi vakil’s foag, and a fifth one with the mark-up from sasha p’s first and second terms teaching 681 and 682 last year (f & w : ’19-’20), and ueno’s first two monographs. i’ll be using 2-up, with following 216 on the lhs, and me on the rhs. latex is assumed, though i’ve no idea how at the moment.