Abstract
Let n⩾3 and let Jn≔circ(J1,J2,…,Jn) and jn≔circ(j0,j1,…,jn-1) be the n×n circulant matrices associated with the Jacobsthal numbers J1,…,Jn and the Jacobsthal–Lucas numbers j0,…,jn-1, respectively. The determinants and the inverses of Jn and jn are obtained in terms of J1,…,Jn and j1,…,jn-1, respectively.
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