Dev
elopment of
Al
gorithmic
Co
nstructions
03:27:03
29.Mar 2024
29
31
33
√2
√3
√5
√6
√7
√8
√10
√11
√12
√13
√14
√15
Number p=
Adjoined square root=
Calculation
A=√6
(a+bA)² = a²+b²A² + 2abA mod p
|(a+bA)| = (a+bA)(a-bA) = a²-b²A² mod p
Potence 2
Potence 3
Potence 5
Potence 7
Potence 11
Potence 13
Potence 17
Potence 19
Potence 23
Potence 29
Number = 31, Adjoined = √6, Exponent = 1, Jacobi (6, 31) = -1, 31 = 3 mod 4, 31 = 7 mod 8
30
0
30√6
Number of elements = 1
Number = 31, Adjoined = √6, Exponent = 1, Jacobi (6, 31) = -1, 31 = 3 mod 4, 31 = 7 mod 8
Potence 2
Potence 3
Potence 5
Potence 7
Potence 11
Potence 13
Potence 17
Potence 19
Potence 23
Potence 29
|0+0A|
=0