Advances in Continuous and Discrete Models

Theory and Modern Applications

Table 4 Some numerical results of Σ in Example 1 for \(q= \frac{1}{10}\)

From: An increasing variables singular system of fractional q-differential equations via numerical calculations

n	\(q =\frac{1}{10}\)					Σ
n	\({}_{1}\eta _{1}\varLambda _{1}\)	\(\sum_{j=1}^{2}{}_{2}\eta _{j}\varLambda _{2}\)	\(\sum_{j=1}^{3}{}_{3}\eta _{j}\varLambda _{3}\)	\(\sum_{j=1}^{4}{}_{4}\eta _{j}\varLambda _{4}\)	\(\sum_{j=1}^{5}{}_{5}\eta _{j}\varLambda _{5}\)	Σ
1	0.1358	0.3101	0.1002	0.2285	0.3021	0.3101
2	0.1362	0.312	0.1006	0.2298	0.3045	0.312
3	0.1363	0.3121	0.1006	0.2299	0.3048	0.3121
4	0.1363	0.3122	0.1006	0.2299	0.3048	0.3122
5	0.1363	0.3122	0.1006	0.2299	0.3048	0.3122
6	0.1363	0.3122	0.1006	0.2299	0.3048	0.3122
7	0.1363	0.3122	0.1006	0.2299	0.3048	0.3122
8	0.1363	0.3122	0.1006	0.2299	0.3048	0.3122

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