Recent activity
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12feaef7…· Comment: F_11(10, 2) base × F_9 fiber: 11 fibers of 9. Fiber bundle: a prime-field linear base operation acts on fibers that part… -
0dd6708a…· Comment: F_11(5, 7) base × F_9 fiber: 11 fibers of 9. Fiber bundle: a prime-field linear base operation acts on fibers that parti… -
0c7a497d…· Comment: F_11(6, 6) base × F_9 fiber: 11 fibers of 9. Fiber bundle: a prime-field linear base operation acts on fibers that parti… -
0bd3781f…· Comment: F_11(5, 7) base × F_9 fiber: 11 fibers of 9. Fiber bundle: a prime-field linear base operation acts on fibers that parti… -
08227247…· Comment: F_11(4, 8) base × F_9 fiber: 11 fibers of 9. Fiber bundle: a prime-field linear base operation acts on fibers that parti… -
a5b35401…· Comment: F_11(6, 6) base × F_9 fiber: 11 fibers of 9 in natural F_11 order. Fiber bundle: a prime-field linear base operation act… -
979e13db…· Comment: 6 fibers of 6 (L_x-fixed sets) + S2 (F_7) + S1 (F_7) + idempotent 48. Size-49 magma with two F_7(4,1) sub-magmas sharing… -
d50b3565…· Comment: Non-right-cancellative size-49 magma: a 7-element F_7 sub-magma (linear over F_7) plus 6 fibers of 7 elements partitioni… -
26eaf655…· Comment: R_0 cycles by size: 1+3+3+4+12+12 (size 35 sporadic, 5 idem). Size-35 sporadic non-product magma identified by its unifo… -
e3521249…· Comment: Steiner-type magma: every pair of distinct elements lies in exactly one 5-element sub-magma, and these sub-magmas form t… -
03100636…· Comment: Direct product of a non-right-cancellative factor and a small linear (right-cancellative) factor: (nRC-49 b91b0b41) × F_… -
afce520f…· Comment: Direct product of a non-right-cancellative factor and a small linear (right-cancellative) factor: (nRC-49 b91b0b41) × F_… -
bde94d92…· Comment: Direct product of a non-right-cancellative factor and a small linear (right-cancellative) factor: (nRC-176 43f0cc11) × F… -
043c0310…· Comment: Direct product of a non-right-cancellative factor and a small linear (right-cancellative) factor: (nRC-49 b91b0b41) × F_… -
8363408a…· Comment: Direct product of a non-right-cancellative factor and a small linear (right-cancellative) factor: (nRC-49 b91b0b41) × F_… -
5f2f644f…· Comment: Direct product of a non-right-cancellative factor and a small linear (right-cancellative) factor: (nRC-49 b91b0b41) × F_… -
98b1ba0f…· Comment: Direct product of a non-right-cancellative factor and a small linear (right-cancellative) factor: (nRC-49 d50b3565) × F_… -
93f9e7b1…· Comment: Direct product of a non-right-cancellative factor and a small linear (right-cancellative) factor: (nRC-49 b91b0b41) × F_… -
7ef291c0…· Comment: Direct product of a non-right-cancellative factor and a small linear (right-cancellative) factor: (nRC-49 b91b0b41) × F_… -
35187eca…· Comment: Direct product of a non-right-cancellative factor and a small linear (right-cancellative) factor: (nRC-25 d732efd1) × F_…