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Normalized Solutions for Kirchhoff Problems With Mixed Nonlinearities and Critical Exponential Growth

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The research identifies the existence of normalized solutions for Kirchhoff problems with mixed nonlinearities.
Key results are based on an abstract critical point theorem, highlighting new findings in critical exponential growth.
Prior known results are extended and complemented, offering advancements in the understanding of Kirchhoff problems.
The paper emphasizes the relevance of the Trudinger–Moser type nonlinearity in formulating these solutions.

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This investigation reveals the existence of solutions for Kirchhoff problems with critical growth, indicating new results in the field.

Gao et al. (2025) studied this question.

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