A282756 - cp's OEIS frontend

A282756 Let F(k,n) = k*F(k,n-1) + F(k,n-2) with initial conditions F(k,0) = 0, F(k,1) = 1. Sequence lists the minimum 'n' such that F(k,n) > k^n.

n	a(n)
1	3
2	6
3	14
4	27
5	45
6	70
7	101
8	139
9	184
10	236
11	296
12	364
13	440
14	524
15	616
16	716
17	826
18	943
19	1070
20	1205
21	1350
22	1503
23	1666
24	1838
25	2019
26	2210
27	2410
28	2620
29	2839
30	3069
31	3308
32	3557
33	3815
34	4084
35	4363
36	4652
37	4951
38	5261
39	5580
40	5910
41	6251
42	6601
43	6963
44	7334
45	7717
46	8110
47	8513
48	8928
49	9353
50	9788

[3, 6, 14, 27, 45, 70, 101, 139, 184, 236, 296, 364, 440, 524, 616, 716, 826, 943, 1070, 1205, 1350, 1503, 1666, 1838, 2019, 2210, 2410, 2620, 2839, 3069, 3308, 3557, 3815, 4084, 4363, 4652, 4951, 5261, 5580, 5910, 6251, 6601, 6963, 7334, 7717, 8110, 8513, 8928, 9353, 9788]

cp's OEIS Frontend

A282756 Let F(k,n) = k*F(k,n-1) + F(k,n-2) with initial conditions F(k,0) = 0, F(k,1) = 1. Sequence lists the minimum 'n' such that F(k,n) > k^n.

Table of values

List of values