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Journal of Inequalities and Applications

Table 6 MALBs of \(c_{2}\) for \(T=30\), \(\varrho =0.45\) and different values of \([h_{m},h_{M}]\) in Example 4.2 (Case II)

From: Further improvement of finite-time boundedness based nonfragile state feedback control for generalized neural networks with mixed interval time-varying delays via a new integral inequality

\([h_{m},h_{M}]\)

[1.5,2.0]

[1.5,2.25]

[1.5,2.5]

[1.5,2.75]

[1.5,3.0]

\(h_{Mm}\)

0.5

0.75

1.0

1.25

1.5

Corollary 3.5

1.7118

2.0795

2.5630

3.2058

4.1721

(Wirtinger’s inequality)

Corollary 3.6

1.6814

2.0405

2.5062

3.1061

3.8808

(Lemma 2.4 [39])

Corollary 3.4

1.6884

2.0447

2.5048

3.0918

3.8328

(New inequality)

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