Maximum number of disjoint subgraphs of the Fibonacci cube Gamma(n) that are isomorphic to the hypercube of dimension k, summed over all k.

A278137

Maximum number of disjoint subgraphs of the Fibonacci cube Gamma(n) that are isomorphic to the hypercube of dimension k, summed over all k.

Terms

    a(0) =1a(1) =3a(2) =4a(3) =8a(4) =13a(5) =22a(6) =37a(7) =61a(8) =101a(9) =166a(10) =272a(11) =445a(12) =726a(13) =1183a(14) =1925a(15) =3129a(16) =5082a(17) =8248a(18) =13379a(19) =21692a(20) =35157a(21) =56963a(22) =92271a(23) =149434a(24) =241970a(25) =391755a(26) =634190a(27) =1026561a(28) =1661567a(29) =2689209

External references