Finite Series Representation of the Inverse Mittag-Leffler Function

Table 7

Coefficients 𝑏_𝑘 for the inverse Mittag-Leffler function −𝑧=𝐸⁻¹_1/5,1(𝑤).

𝑘	𝑏𝑘
1	+0.91816874239976061064
2	+0.87239815820597071525
3	+0.86241404655813210186
4	+0.85979515758722241525
5	+0.85910249498870304439
6	+0.85894043515591457893
7	+0.85891680448152655590
8	+0.85892230156211349359
9	+0.85892962600662844119
10	+0.85893406838573395241
11	+0.85893613453863527233
12	+0.85893690887578873062
13	+0.85893711768226131089
14	+0.85893712714123260150
15	+0.85893708951453251359
16	+0.85893705517782142799
17	+0.85893703407253609369
18	+0.85893702365426492211
19	+0.85893701950167094637
20	+0.85893701834496455469
21	+0.85893701834146563837
22	+0.85893701863535859269
23	+0.85893701890846377513
24	+0.85893701908567480745
25	+0.85893701917914447317
26	+0.85893701921959129502
27	+0.85893701923250482423
28	+0.85893701923367892385
29	+0.85893701923119867846
30	+0.85893701922846356042
31	+0.85893701922650554665
32	+0.85893701922537418952
33	+0.85893701922482812463
34	+0.85893701922461848499
35	+0.85893701922457079400
36	+0.85893701922458522240
37	+0.85893701922461381792
38	+0.85893701922463819190
39	+0.85893701922465413251
40	+0.85893701922466286636
41	+0.85893701922466687324
42	+0.85893701922466827905
43	+0.85893701922466848269
44	+0.85893701922466825732
45	+0.85893701922466796298
46	+0.85893701922466773028
47	+0.85893701922466758222
48	+0.85893701922466750209
49	+0.85893701922466746565
50	+0.85893701922466745311
51	+0.85893701922466745162
52	+0.85893701922466745405
53	+0.85893701922466745708
54	+0.85893701922466745948
55	+0.85893701922466746103
56	+0.85893701922466746188
57	+0.85893701922466746229
58	+0.85893701922466746243
59	+0.85893701922466746246
60	+0.85893701922466746244
61	+0.85893701922466746241
62	+0.85893701922466746238
63	+0.85893701922466746236
64	+0.85893701922466746235