Geometric Batyrev-Manin-Peyre for equivariant compactifications of additive groups KXXV5X8AG4

Expressions

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

Item	Kind	Where	Source
$\UUU = \XXX$, $C=C_0=\PP^1_k$, $\xi \neq 0$	statement	proposition 4.2	arxiv
Poisson formula in families	statement	proposition 1.6	arxiv
2M8QGQQY4M	statement	proposition 1.2	arxiv
4MJ0DTM9S6	definition	definition 2.2	arxiv
4SP2JBJM15	definition	definition 1.4	arxiv
4X74V5ZZ39	statement	proposition 1.3	arxiv
521MHKPYFZ	definition	definition 1.7	arxiv
$\UUU = \XXX$, $C=C_0=\PP^1_k$, $\xi = 0$	statement	proposition 4.1	arxiv
883T5QC146	statement	proposition 3.8	arxiv
9P12FVTGB0	statement	theorem	arxiv
$\UUU = \XXX$, $C=C_0$	statement	proposition 4.4	arxiv
CD3EHAHJ6S	definition	definition 3.7	arxiv
F4DVYHZBKA	statement	proposition 4.10	arxiv
GN8QNZ6PEV	statement	proposition 2.6	arxiv
GQ5BH34V26	statement	theorem 4.15	arxiv
HVH0J2AMYK	statement	proposition 2.1	arxiv
$\UUU\subset \XXX$, $C_0 \subset C$, $\xi = 0$	statement	proposition 4.9	arxiv
KDHNDGZMJJ	statement	proposition 4.11	arxiv
MD1QQA36K5	statement	lemma 2.5	arxiv
N4J8EDKCWF	definition	definition 2.3	arxiv
Poisson formula	statement	proposition 1.5	arxiv
NX04WVVNCW	statement	proposition 3.5	arxiv
Motivic Euler product	definition	definition 1.1	arxiv
Q87MCYNZJ2	statement	proposition 4.12	arxiv
RZWEWW3MQB	definition	definition 3.1	arxiv
SFRNRXZA7K	statement	lemma 2.4	arxiv
$\UUU = \XXX$, $C=C_0$, $\AAA = \AAA_U$	statement	proposition 4.3	arxiv
W0FK39DSZN	statement	proposition 4.8	arxiv
XFMPESD3VE	statement	lemma 4.5	arxiv
YZSN1FSE8T	definition	definition 3.4	arxiv