Existence Results for Solutions of a Dirac-Laplace Equation on Compact Spin Manifolds
This paper studies the existence of solutions to Dirac-Laplace equation on a compact spin manifold by using the Mountain road theorem in symmetric form,improves the conditions in reference[2],and finds that the Dirac-Laplace equation has infinitely many different pairs of solutions,which provides an important reference for the study of the existence of higher-order Dirac equation solutions.
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维普
