On the lattice Z^d, the discrete fractional logarithmic Kirchhoff equation admits a ground state for p>4, a ground state sign-changing solution for p>6, and at least four distinct weak solutions.
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Existence and multiplicity of solutions to discrete fractional logarithmic Kirchhoff equations
On the lattice Z^d, the discrete fractional logarithmic Kirchhoff equation admits a ground state for p>4, a ground state sign-changing solution for p>6, and at least four distinct weak solutions.