Research Article
Fixed Points and Exponential Stability for Impulsive Time-Delays BAM Neural Networks via LMI Approach and Contraction Mapping Principle
Table 1
Comparing Theorem
6 with other existing results.
| | Types of equations | Fixed point methods | LMI-based? |
| Theorem 6 | Impulsive BAM neural networks | Contraction mapping principle | Yes | [28, Th. 2–4] | BAM neural networks | Brouwer’s fixed theorem | No | [29, Th. 2.1, Th. 3.1] | BAM neural networks | Contraction mapping principle | No | [22, Th. 1.2] | Neural networks | Contraction mapping principle | No | [23, Th. 3.1] | Cellular neural networks | Krasnoselskii fixed point theorem | No | [21, Th. 2.1] | Neutral differential equations | Contraction mapping principle | No | [30, Th. 1.1-1.2] | Neural networks | Schauder fixed point theorem | No |
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