Math 2.0

Resources / preprint

Adapted complex polarizations on solvable Lie groups of dimension 3 6VVK3YTABP

URIm2://res/6VVK3YTABP
Kindpreprint
CreatorsBalázs Forman
Date2026-10-07
MSC53-XX
Subjectsarxiv math.DG
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-10-07
IdsarXiv 2610.10937, zbl_id 903203483

Items in this resource

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

ItemKindWhereSource
161YG391SEstatementtheorem 8.10arxiv
1PTKB2HD3Jdefinitiondefinition 2.8arxiv
1Z21V356TVdefinitiondefinition 2.9arxiv
2D0KW82P7Kstatementproposition 3.4arxiv
3S1RXPB7EXstatementtheorem 6.2arxiv
46RXTBQ9RVstatementtheorem 6.1arxiv
4ECF69BH8Qstatementcorollary 2.13arxiv
4VV54NPT5Kdefinitiondefinition 2.4arxiv
6VK6SC0WZJdefinitiondefinition 2.7arxiv
7VQV7S5PMXdefinitiondefinition 2.2arxiv
80W1ARYTS0statementtheorem 8.8arxiv
9B90H5AKW9statementtheorem 3.2arxiv
9X9FBQ1RANdefinitiondefinition 2.10arxiv
9ZVTKW22NAstatementtheorem 5.1arxiv
E24MXFZH44statementproposition 2.12arxiv
EYXM22E1GKdefinitiondefinition 2.3arxiv
FT6EXDTXBYstatementtheorem 4.1arxiv
HCJ1TJ7ZKGstatementproposition 3.3arxiv
HN198589EKstatementtheorem 8.9arxiv
JW5M10X42Wdefinitiondefinition 8.1arxiv
KZ4S5Q0A46definitiondefinition 2.6arxiv
M08QC08D6Fstatementtheorem 7.1arxiv
MGE4BVQ7PKstatementtheorem 2.14arxiv
N7ED63ZZT3definitiondefinition 2.5arxiv
P9CRV0DPKCstatementtheorem 4.2arxiv
PQZ6EHZ613exampleexample 8.4arxiv
Q1Z84DYCPYstatementtheorem 8.7arxiv
QA8R5NQXTZdefinitiondefinition 3.1arxiv
TWFQQ3VQKKexampleexample 8.6arxiv
VJG17FCC0Mexampleexample 8.3arxiv
X6BZKX6D61exampleexample 8.2arxiv
XAEGGZ5QATdefinitiondefinition 2.1arxiv
XZ69HS53MZexampleexample 8.5arxiv
Y6VQFTDTQMdefinitiondefinition 2.11arxiv
Z6DNF387WVstatementcorollary 7.2arxiv

Catalogue records