Normalized solutions of fractional Kirchhoff equations: the defocusing case

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Normalized solutions exist under specific conditions for fractional Kirchhoff equations, emphasizing the defocusing scenario.
New findings on ground states contribute to understanding the behavior of solutions in the fractional Kirchhoff framework.
The study applies various suppositions on nonlinear coefficients to establish existence and nonexistence results.
Implications for mathematical analysis are significant, highlighting the complex nature of fractional differential equations.

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Analysis reveals the existence and characterization of normalized solutions in fractional Kirchhoff equations with subcritical nonlinearities.

Zhang et al. (2025) studied this question.

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Analysis reveals the existence and characterization of normalized solutions in fractional Kirchhoff equations with subcritical nonlinearities.