Algebraic equation for \(Q(1,1)\)
The algebraic equation is \(P = \sum_{j=0}^{24}\sum_{i=0}^{92} c_{i,j}(A,B,C) x^i y^j \in \mathbb{F}_{45007}[A,B,C,x,y]\) with \(c_{i,j} \in \mathbb{F}_{45007}[A,B,C]\), such that \(P(a,b,c,t,Q(1,1;a,b,c;t)) = 0\) for all values of \(a,b,c\).The data is provided in sage pickled format (
.sobj
) or in plain text (.txt
).
-
Single file:
- algeq.sobj.tgz (836M, uncompressed: 1.1G)
- algeq.txt.tgz (234M, uncompressed: 1.2G)
-
One file per coefficient: the file
coef_<j>
contains the coefficient \(\sum_{i=0}^{92} c_{i,j}(A,B,C) x^i \in \mathbb{F}_{45007}[A,B,C,x]\). -
Archives with all files:
- coefs_sobj.tgz (832M)
- coefs_txt.tgz (223M)
-
Sage object files:
- coef_00.sobj (1.4M)
- coef_01.sobj (3.1M)
- coef_02.sobj (5.0M)
- coef_03.sobj (7.2M)
- coef_04.sobj (9.8M)
- coef_05.sobj (13M)
- coef_06.sobj (16M)
- coef_07.sobj (19M)
- coef_08.sobj (23M)
- coef_09.sobj (26M)
- coef_10.sobj (31M)
- coef_11.sobj (35M)
- coef_12.sobj (40M)
- coef_13.sobj (43M)
- coef_14.sobj (48M)
- coef_15.sobj (52M)
- coef_16.sobj (57M)
- coef_17.sobj (62M)
- coef_18.sobj (67M)
- coef_19.sobj (71M)
- coef_20.sobj (77M)
- coef_21.sobj (81M)
- coef_22.sobj (86M)
- coef_23.sobj (90M)
- coef_24.sobj (95M)
- Plain text files:
- coef_00.txt (1.2M)
- coef_01.txt (2.8M)
- coef_02.txt (4.7M)
- coef_03.txt (6.9M)
- coef_04.txt (9.4M)
- coef_05.txt (12M)
- coef_06.txt (16M)
- coef_07.txt (19M)
- coef_08.txt (22M)
- coef_09.txt (26M)
- coef_10.txt (30M)
- coef_11.txt (34M)
- coef_12.txt (39M)
- coef_13.txt (43M)
- coef_14.txt (47M)
- coef_15.txt (52M)
- coef_16.txt (57M)
- coef_17.txt (61M)
- coef_18.txt (66M)
- coef_19.txt (71M)
- coef_20.txt (76M)
- coef_21.txt (80M)
- coef_22.txt (86M)
- coef_23.txt (89M)
- coef_24.txt (94M)