Algorithm 1From: On the generalized fractional snap boundary problems via G-Caputo operators: existence and stability analysisMATLAB function for calculating the fractional integral \(\int _{a}^{\mathfrak{t}}\mathbb{G}'(\xi ) \frac{(\mathbb{G}(\mathfrak{t}) - \mathbb{G}(\xi ))^{q + p + r + k -1}}{\Gamma (q + p + r + k)} \wp (\xi ) \,\mathrm{d}\xi \) in Example 6.3 for \(\mathfrak{t} \in [a,b]\)Back to article page