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Table 1 Numerical values of \(u(\kappa )\) with step size 1

From: A Caputo discrete fractional-order thermostat model with one and two sensors fractional boundary conditions depending on positive parameters by using the Lipschitz-type inequality

u(κ)

κ

η

1.67

2.67

−0.33

Soln. of (46)

541.9564

579.8331

Soln. of (49)

−601.7601

−608.3013

0.67

Soln. of (46)

−18.5221

19.3546

Soln. of (49)

−25.5369

−41.8899

1.67

Soln. of (46)

83.9392

121.8159

Soln. of (49)

−112.2534

−138.4182

2.67

Soln. of (46)

46.0625

83.9392

Soln. of (49)

−58.6320

−94.6086

3.67

Soln. of (46)

69.7976

107.6743

Soln. of (49)

−66.6223

−112.4107

4.67

Soln. of (46)

46.0077

83.8844

Soln. of (49)

−27.0877

−82.6879

5.67

Soln. of (46)

84.1573

122.0340

Soln. of (49)

−49.4925

−114.9045

6.67

Soln. of (46)

−19.6489

18.2278

Soln. of (49)

70.0584

−5.1654