On an m-dimensional system of quantum inclusions by a new computational approach and heatmap

Journal of Inequalities and Applications

Table 2 Numerical results for \(\Gamma _{q}(1.25)\) for different value of q

r	q = 0.2	q = 0.35	q = 0.59	q = 0.7	q = 0.83	q = 0.98
	v = 1.25
1	0.9632	0.9597	0.9953	1.0415	1.1575	1.9005
2	0.9606	0.9498	0.9645	0.9971	1.0912	1.7587
3	0.9601	0.9465	0.9484	0.9709	1.0481	1.6593
4	\({\underline{0.9600 }}\)	0.9454	0.9394	0.9545	1.0180	1.5843
5	0.9600	0.9450	0.9343	0.9438	0.9960	1.5247
6	0.9600	0.9448	0.9314	0.9366	0.9794	1.4757
7	0.9600	0.9448	0.9297	0.9317	0.9666	1.4345
8	0.9600	\({\underline{0.9447}} \)	0.9287	0.9284	0.9566	1.3992
9	0.9600	0.9447	0.9281	0.9261	0.9487	1.3684
...	…	…	…	…	…	…
13	0.9600	0.9447	0.9274	0.9221	0.9297	1.2756
14	0.9600	0.9447	\({\underline{0.9273}} \)	0.9217	0.9270	1.2577
...	…	…	…	…	…	…
29	0.9600	0.9447	0.9273	0.9209	0.9149	1.1008
30	0.9600	0.9447	0.9273	\({\underline{0.9208}} \)	0.9148	1.0945
..	…	…	…	…	...	…
47	0.9600	0.9447	0.9273	0.9208	0.9142	1.0201
48	0.9600	0.9447	0.9273	0.9208	0.9141	1.0171
...	…	…	…	…	…	…
385	0.9600	0.9447	0.9273	0.9208	0.9141	0.9074
386	0.9600	0.9447	0.9273	0.9208	0.9141	0.9073