Recent activity
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6c066352…· Comment: Direct product of two linear magmas: F_7 × F_11. The operation is (x₁, x₂) ◇ (y₁, y₂) = (4x₁ + 1y₁ (mod 7), 4x₂ + 8y₂ (m… -
5da407ab…· Comment: Direct product of two linear magmas: F_7 × F_11. The operation is (x₁, x₂) ◇ (y₁, y₂) = (4x₁ + 1y₁ (mod 7), 10x₂ + 2y₂ (… -
4a1fb860…· Comment: Direct product of two linear magmas: F_7 × F_11. The operation is (x₁, x₂) ◇ (y₁, y₂) = (4x₁ + 3y₁ (mod 7), 4x₂ + 8y₂ (m… -
cceef898…· Comment: Linear magma over Z/73Z (the prime field F_73): x ◇ y = 8x + 34y (mod 73). -
06f91b15…· Comment: Linear magma over Z/73Z (the prime field F_73): x ◇ y = 8x + 47y (mod 73). -
7cafd296…· Comment: Linear magma over Z/71Z (the prime field F_71): x ◇ y = 55x + 17y (mod 71). -
4c5c6add…· Comment: Linear magma over Z/71Z (the prime field F_71): x ◇ y = 26x + 46y (mod 71). -
24908b75…· Comment: Linear magma over Z/71Z (the prime field F_71): x ◇ y = 6x + 66y (mod 71). -
21a87d49…· Comment: Linear magma over Z/71Z (the prime field F_71): x ◇ y = 58x + 14y (mod 71). -
e7e27553…· Comment: Linear magma over Z/67Z (the prime field F_67): x ◇ y = 29x + 32y (mod 67). -
99e2765f…· Comment: Linear magma over Z/67Z (the prime field F_67): x ◇ y = 29x + 64y (mod 67). -
5e80e1c2…· Comment: Direct product of two linear magmas: F_5 × F_13. The operation is (x₁, x₂) ◇ (y₁, y₂) = (2x₁ + 4y₁ (mod 5), 9x₂ + 11y₂ (… -
f2d8c865…· Comment: Linear magma over Z/61Z (the prime field F_61): x ◇ y = 10x + 52y (mod 61). -
e70931b6…· Comment: Linear magma over Z/61Z (the prime field F_61): x ◇ y = 59x + 3y (mod 61). -
d5df0d93…· Comment: Linear magma over Z/61Z (the prime field F_61): x ◇ y = 21x + 41y (mod 61). -
82a4911c…· Comment: Linear magma over Z/61Z (the prime field F_61): x ◇ y = 35x + 27y (mod 61). -
e48ea93a…· Comment: Direct product of two linear magmas: F_5 × F_11. The operation is (x₁, x₂) ◇ (y₁, y₂) = (2x₁ + 4y₁ (mod 5), 5x₂ + 7y₂ (m… -
b44f1eb8…· Comment: Direct product of two linear magmas: F_5 × F_11. The operation is (x₁, x₂) ◇ (y₁, y₂) = (2x₁ + 4y₁ (mod 5), 10x₂ + 2y₂ (… -
a369b77d…· Comment: Direct product of two linear magmas: F_5 × F_11. The operation is (x₁, x₂) ◇ (y₁, y₂) = (2x₁ + 4y₁ (mod 5), 6x₂ + 6y₂ (m… -
8584ee10…· Comment: Direct product of two linear magmas: F_5 × F_11. The operation is (x₁, x₂) ◇ (y₁, y₂) = (2x₁ + 4y₁ (mod 5), 4x₂ + 8y₂ (m…