Inertial Manifolds for Generalized Higher-Order Kirchhoff Type Equations


  •  Guoguang Lin    
  •  Shuangyan Li    

Abstract

The existence of inertial manifolds for higher-order Kirchhoff type equations with strong damping terms is studied. The Hadamard graph norm conversion method is used for obtaining the existence of inertial manifolds for this kind of equations under certain spectral intervals.



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