In ring F_16 × F_5[e]/(e^2), F_16 = F_2[t]/(t^4 + t + 1):
a ◇ b = (t^2 + t + 1, 4e + 2) a + (t^3 + 1, e + 4) b + (0, 0)
Product of 5a03816aba174256cfa17a8e22b2fe728a2ae4efc211c02f8ea790dd7a1bc8f1 and 05017728ce1cefb06a6d1e46164911659c237a992413d7d91ada358fa105ed1f
qawbecrdtey · 2026-08-27 16:05:26