%0 Journal Article
%T Normalized Ground State Solutions to Fractional Schr£żdinger Equations with£żGeneral Nonlinearities
%A Yifei Zhang
%J Open Access Library Journal
%V 12
%N 4
%P 1-17
%@ 2333-9721
%D 2025
%I Open Access Library
%R 10.4236/oalib.1112925
%X This paper investigates the existence of normalized solutions to a fractional Schr£żdinger equation with combined nonlinearities. In previous studies, the equation -&#916;u &#947;u=g(u) &#10072;u&#10072;<sup>q-2</sup>u. where <i>N</i>&#8805;3,2&#60;q&#60;2*=2N/N-2 has been proven to have solutions through various constraints and methods. Furthermore, we consider the existence of solutions for fractional equations. In <em>L</em><sup><em>2&nbsp;</em></sup>the&nbsp;supercritical cases, we employ the Sobolev subcritical approximation method to establish the existence of normalized ground-state solutions.<br />
%K Fractional Schr&#246
%K dinger Equation
%K Normalized Solution
%K Constrained Minimization
%U http://www.oalib.com/paper/6849669