Mathematical Problems in Engineering

Research Article

Finite Series Representation of the Inverse Mittag-Leffler Function

Table 5

Coefficients for the inverse Mittag-Leffler function .
1+0.89297951156924921122
2+0.78878610417460496420
3+0.75763354875769329328
4+0.74579778773344787841
5+0.74098130749558031810
6+0.73904720310555344414
7+0.73834522959265981505
8+0.73816142472165138055
9+0.73817790739448622896
10+0.73825511074871374070
11+0.73833571434942144250
12+0.73839997927465491398
13+0.73844449496113714586
14+0.73847210628873099793
15+0.73848730878287129409
16+0.73849432235279002530
17+0.73849644605470171587
18+0.73849598893480155549
19+0.73849442620461442205
20+0.73849261331276901456
21+0.73849098486630158241
22+0.73848971269933349619
23+0.73848881978568953731
24+0.73848825605202219473
25+0.73848794494184281702
26+0.73848780930951379358
27+0.73848778373908570968
28+0.73848781862086802257
29+0.73848787970874775507
30+0.73848794558318757255
31+0.73848800448141685314
32+0.73848805128840606965
33+0.73848808504905157547
34+0.73848810710188503719
35+0.73848811979412736597
36+0.73848812567490815232
37+0.73848812704699497915
38+0.73848812576600764535
39+0.73848812319593135382
40+0.73848812025242302623
41+0.73848811748639447885
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88+0.73848811162166945421
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