Analytical and approximate monotone solutions of the mixed order fractional nabla operators subject to bounded conditions

Figures & data

Table 1. Data values.

$\mathit{x}$	$\mathit{x}=1$	$\mathit{x}=2$	$\mathit{x}=3$ $\cdots$
$\mathit{f}(\mathit{x})$	$0.99$	$1$	$1.02$ $\cdots$

Figure 1. The region of the set ${\mathcal{E}}_{3,0.01}$ in $\mathit{W}$.

Figure 2. Heat maps for $F_{\zeta }$ for $\mathit{\zeta }\in \{0.1,0.001,0.00001,0.0000001\}$.

Figure 3. Heat maps for $F_{\zeta }$ for $\mathit{\zeta }\in \{\frac{1}{100},\frac{1}{400},\frac{1}{700},\frac{1}{1000}\}$.