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Table 8 MALBs of \(c_{2}\) for \(T=30\), \(\varrho =0.45\) and different values of \([h_{m},h_{M}]\) (\(h_{Mm}=1.25\)) in Example 4.2 (Case IV)

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

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

[1.6,2.85]

[1.7,2.95]

[1.8,3.05]

[1.9,3.15]

[2.0,3.25]

Corollary 3.5

3.5054

3.8282

4.1761

4.5503

4.9530

(Wirtinger’s inequality)

Corollary 3.6

3.3966

3.7098

4.0474

4.4111

4.8025

(Lemma 2.4 [39])

Corollary 3.4

3.3830

3.6966

4.0343

4.3981

4.7894

(New inequality)