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Table 6 Some numerical results of \(\varLambda >1\) in equation (28) in Example 1 for \(q=\frac{1}{7}, \frac{1}{2}, \frac{8}{9}\)

From: On the existence of solutions for a multi-singular pointwise defined fractional q-integro-differential equation

n\(q =\frac{1}{7}\)\(q =\frac{1}{2}\)\(q =\frac{8}{9}\)
\(m_{0}\)M(α,b)Λ\(m_{0}\)M(α,b)Λ\(m_{0}\)M(α,b)Λ
10.96564.85445.63960.97722.83029.78931.3890.547471.942
20.96424.86855.61510.94933.09158.7061.27330.756647.7144
30.9644.87055.61160.93643.22488.23271.19670.960235.3353
40.9644.87085.61130.92943.2928.00441.14191.154128.0524
50.9644.87095.61120.92513.32587.88641.10071.33623.3586
60.9644.87095.61120.9233.34277.82871.06851.50520.129
150.9644.87095.61120.92093.35967.77160.94522.489610.7641
160.9644.87095.61120.92093.35977.77140.93962.552610.4363
170.9644.87095.61120.92093.35977.77140.93462.608910.1567
950.9644.87095.61120.92093.35977.77140.89273.07448.2325
960.9644.87095.61120.92093.35977.77140.89273.07448.2325
970.9644.87095.61120.92093.35977.77140.89263.0744\( \underline{8}\underline{.}\underline{2315} \)
980.9644.87095.61120.92093.35977.77140.89263.07448.2315
990.9644.87095.61120.92093.35977.77140.89263.07448.2315