格子D6
格目录中的条目,这是一个联合项目
Gabriele Nebe,亚琛RWTH大学(nebe@math.rwth-aachen.de)和
尼尔·J·A·斯隆(njasloane@gmail.com)
上次修改时间:2014年7月18日星期五13:13:26 CEST
索引文件|缩写
此文件的内容
名称
尺寸
检测
最小_形式
亲吻_编号
基础
粘合剂
MINVECS公司
三角形底座
格拉姆
属性
属
最后一行
-
名称
第6天
-
尺寸
6
-
DET公司
.4000000亿e+01
-
最小_形式
.2000000000E+01
-
亲吻_编号
60
-
基础
6 6
0.10000000000E+01.10000000000E+01.000000000 E+00
.000000000 E+00.000000000 E+0.0000000000000 E+00
0.10000000000E+01-0.100000000E+01.00000000E+00
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.000000000 E+00.000000000 E+0.0000000000000 E+00
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0.000000000东经+00.10000000000东经+01-0.100000000000东经+01
-
粘合剂
4
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.000000000 E+00.000000000 E+0.0000000000000 E+00
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000000000000 e+00.000000000000 e+00.000000000000 e+00
.000000000 E+00.000000000 E+0.00100000000000 E+01
500000000000E+00.50000000000E+00.500000000000E+00
500000000000E+00.50000000000E+00-50000000000E+00
-
MINVECS公司
60 60.00000000
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.100000000000E+01.00000000000E+0.0010000000000E+01
.000000000 E+00.000000000 E+0.0000000000000 E+00
-100000000000E+01.00000000000E+00-10000000000E+01
.000000000 E+00.000000000 E+0.0000000000000 E+00
0.20000000000E+01-0.100000000E+01.00000000E+00
.000000000 E+00.000000000 E+0.00100000000000 E+01
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.000000000E+00.000000000E-00-.10000000000E+01
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0.20000000000E+01-0.100000000E+01.00000000E+00
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0.200000000E+01-0.100000000E/01.10000000000E+01
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.2000000000E+01.00000000E+00.000000000E-00
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000000000000 e+00.000000000000 e+00.000000000000 e+00
-
三角形底座
6 6
.2000000000E+01.00000000E+00.000000000E-00
.000000000 E+00.000000000 E+0.0000000000000 E+00
0.10000000000E+01-0.100000000E+01.00000000E+00
.000000000 E+00.000000000 E+0.0000000000000 E+00
0.000000000东经+00.10000000000东经+01-0.100000000000东经+01
.000000000 E+00.000000000 E+0.0000000000000 E+00
.000000000 E+00.000000000 E+0.00100000000000 E+01
-.100000000000E+01.00000000 E+00.000000000 E+00
.000000000 E+00.000000000 E+0.0000000000000 E+00
0.10000000000E+01-0.100000000E+01.00000000E+00
.000000000 E+00.000000000 E+0.0000000000000 E+00
0.000000000东经+00.10000000000东经+01-0.100000000000东经+01
-
格拉姆
6 6
2 0 1 0 0 0
0 2 -1 0 0 0
1 -1 2 -1 0 0
0 0 -1 2 -1 0
0 0 0 -1 2 -1
0 0 0 0 -1 2
-
特性
积分=1
-
属
[2, 1, 2]
[0, 2, 1]
[0, 4, 2]
[0, -1, -1]
[0, 0, 2]
[1, 2]
[2, 1]
[4, 2]
[4, -2]
-
最后一行
Haftungsausschluss/免责声明
加布里埃尔·内贝