Positroids, Dressian and stable polynomials N0JJM098W2

Expressions

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

Item	Kind	Where	Source
11GWVQWYS8	statement	theorem 16	arxiv
19280P54NT	statement	corollary 18	arxiv
20211KR8PW	statement	theorem 20	arxiv
2SAB4DXVV2	statement	corollary 14	arxiv
3V8WA3GCK8	problem	problem 30	arxiv
4BRFT0VGN6	definition	definition 4	arxiv
59YAHCW1JR	conjecture	conjecture 17	arxiv
6V91F986J4	problem	problem 31	arxiv
74QC3P96RE	problem	problem 32	arxiv
7PNC7JZX5Z	definition	definition 6	arxiv
814H5FQ1WM	definition	definition 5	arxiv
9XW50TMZYM	statement	corollary 2	arxiv
BNPSWJ1RDG	statement	theorem 21	arxiv
FD50VB27JS	statement	theorem 11	arxiv
H0Y9NAG8EX	statement	lemma 26	arxiv
H54T2YQPYJ	definition	definition 7	arxiv
KMVFR9W309	definition	definition 27	arxiv
KZKWJY9BME	definition	definition 28	arxiv
NXDWKYMM00	definition	definition 25	arxiv
NXKNGKZMBZ	definition	definition 9	arxiv
PGJKYFYJSX	definition	definition 3	arxiv
Q4Z61QA9CT	statement	theorem 19	arxiv
R324ZP4PVT	statement	theorem 12	arxiv
R8RZDW9GD5	definition	definition 29	arxiv
RQK5ZCPXQ8	statement	theorem 1	arxiv
TAXSEVCTRK	statement	theorem 23	arxiv
W9TDZEVMWB	statement	theorem 24	arxiv
X410A9D85P	statement	theorem 13	arxiv
YHY1VK6977	statement	theorem 22	arxiv
ZCMCGQKYX8	statement	theorem 15	arxiv