In this paper we study the Palais–Smale sequences of the conformal Dirac–Einstein
problem. After we characterize the bubbling phenomena, we prove an Aubin type result …

In this paper we study Dirac–Einstein equations on manifolds with boundary, restricted to a
conformal class with constant boundary volume, under chiral bag boundary conditions for …

In this paper, we consider the Hilbert–Einstein–Dirac functional, whose critical points are
pairs, metrics-spinors, that satisfy a system coupling the Riemannian and the spinorial part …

Existence Results for the Conformal Dirac–Einstein System Skip to content Should you have
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In this note we introduce the Dirac-Einstein equations on a spin manifold and we review
some recent results, in particular: the compactness of the variational solutions, the …

In this note we introduce the Dirac-Einstein equations on a spin manifold and we review
some recent results, in particular: the compactness of the variational solutions, the …

This paper is a survey on bubbling phenomena occurring in some geometric problems. We
present here a few problems from conformal geometry, gauge theory and contact geometry …

Existence of solutions to a coupled system involving the Laplace and the Dirac operators: a
Floer homology approach Page 1 Nonlinear Differ. Equ. Appl. (2017) 24:64 c© 2017 Springer …

In this paper we provide a method to study critical points of strongly indefinite functionals on
vector bundles. We focus mainly on energy functionals coupled with a fermionic part, that is …