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Using graph technique to find a circular arrangement of nine a's,nine b's and nine c's such that each of the 27 words of length 3 from the alphabet {a,b,c} appear exaclty once. ans: V={aa,ab,ac,ba,bb,bc,ca,cb,cc} E={(t1t2,t2t3)|tiε{a,b,c},i=1,2,3} for all vεV,id(v)=od(v)=3 G具有向的Euler circuit aa->aa->ab->ba->ab->bb->bb->bc->cb->bc->cc->cc->cb->ba->aa->ac->cb->bb-> ba->ac->cc->ca->ac->ca->aa->bc->ca->aa 請問一下,有人怎麼知道怎麼跑出來的嗎?我怎麼試都試不出來說>_< 可以教一下嗎?謝謝。 -- ※ 發信站: 批踢踢實業坊(ptt.cc) ◆ From: 61.64.207.179
roud:87.... 08/01 11:49
Austin9:什麼意思? 08/01 21:36