Extragradient and Past Extragradient Methods for $(L_0,L_1)$-Lipschitz Variational Inequalities Y8QQAH7VCF

URI	`m2://res/Y8QQAH7VCF`
Kind	preprint
Creators	Ezra Greenberg, Nicolas Loizou
Date	2026-10-12
MSC	49-XX, 90-XX, 93-XX
Subjects	arxiv math.OC
Scope	in

Expressions

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

Item	Kind	Where	Source
1HB9MAJ7DN	statement	theorem 3.6	arxiv
1NJ67W1G2Y	statement	lemma C.5	arxiv
43J9R4QRM2	statement	corollary E.7	arxiv
6NY7DYWMQ7	statement	corollary E.15	arxiv
Young's Inequality	statement	lemma C.1	arxiv
77WZE4YYJK	statement	corollary 3.5	arxiv
7A7965F7C3	statement	lemma C.2	arxiv
7BY0VMQEW9	statement	lemma D.2	arxiv
9D4906BZ69	statement	lemma D.3	arxiv
Cauchy-Schwarz Inequality	statement	lemma C.3	arxiv
CXPX4C1MA3	statement	lemma 2.3	arxiv
DH5JQRBSWA	statement	corollary E.5	arxiv
DTV8K8V9D4	statement	theorem 3.1	arxiv
EBB68TM3QR	statement	corollary E.13	arxiv
F5J3GG3FK8	statement	corollary E.9	arxiv
FCNF8PHK8G	statement	theorem 3.2	arxiv
FDZFM36FX5	statement	lemma E.2	arxiv
GKYG0PGTQZ	statement	theorem 3.4	arxiv
JEM9W4QD9G	statement	corollary 3.3	arxiv
KF8010EKXE	statement	lemma D.1	arxiv
Projection properties	statement	lemma C.4	arxiv
KV27Y9TZ4H	statement	lemma D.4	arxiv
MXGXPABDW9	statement	lemma C.6	arxiv
NDF9N8XZ4C	statement	proposition 2.1	arxiv
NE93655J21	statement	lemma E.10	arxiv
Q316P0NDVA	statement	corollary 3.8	arxiv
Q8W3H8NQ1Y	statement	corollary E.12	arxiv
QEP3J2WYXT	statement	lemma 2.2	arxiv
S27C2X4V53	statement	theorem E.4	arxiv
SDBKPYFPGQ	statement	theorem E.16	arxiv
ST7Z5BT678	statement	lemma E.11	arxiv
SXPW8EYANQ	statement	corollary 3.7	arxiv
TTTWJXJC45	statement	lemma E.14	arxiv
V9PXSAGA2A	statement	lemma E.1	arxiv
W734FABSSC	statement	lemma C.7	arxiv
ZXNVRR7HXV	statement	lemma 2.4	arxiv