The classification of non-solvable transitive BLT-sets of $\mathcal{Q}(4,q)$ 2TNAKVC0YP

Expressions

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

Item	Kind	Where	Source
1535J6RJV9	statement	proposition 4.11	arxiv
1EFEC9SAH3	statement	proposition 3.3	arxiv
1F0BQCE7H3	statement	lemma 4.7	arxiv
1RQ9TT7H9E	statement	lemma 2.9	arxiv
*{Theorem 5.41	statement	theorem 2.10	arxiv
4AEV2N6JBA	statement	lemma 2.8	arxiv
7T76P23C03	statement	lemma 2.11	arxiv
7WV0ADGJWJ	statement	proposition 3.8	arxiv
8VQP4882DM	statement	lemma 3.1	arxiv
9WM2Y1TQ2S	statement	lemma 4.8	arxiv
AKN65Q4V5T	statement	lemma 4.5	arxiv
*{Theorem 2.3	statement	theorem 2.3	arxiv
C8HK2FNF8D	statement	proposition 3.4	arxiv
CN1VQHA6GV	statement	theorem 2.2	arxiv
D1Z6PD7A1C	statement	proposition 4.9	arxiv
DA2M8GJKZD	statement	corollary 4.4	arxiv
DE0G946F95	statement	theorem 1.1	arxiv
EMTZ9Y2GC0	statement	proposition 3.5	arxiv
EZ5J5R22W8	statement	lemma 4.1	arxiv
FDE1AFX486	statement	theorem 2.5	arxiv
KN41Q81N0D	statement	proposition 4.10	arxiv
N9MDPS7TVH	statement	lemma 4.6	arxiv
SRBJJAESAN	statement	proposition 3.7	arxiv
T92VJK8N5W	statement	lemma 4.3	arxiv
VBGXFNTFAN	statement	lemma 3.2	arxiv
XQH8FZSHPN	statement	lemma 2.6	arxiv
XTHD74S6N5	statement	proposition 4.12	arxiv
XWDN1SY8NF	statement	lemma 2.4	arxiv
Y5HPYS1714	statement	lemma 2.1	arxiv
Y80TD1KWWA	statement	proposition 3.6	arxiv
*{Lemma 2.5.2	statement	lemma 2.7	arxiv
YV2R6ABS9N	statement	lemma 4.2	arxiv
Z0PT963X7H	statement	theorem 1.2	arxiv