F. Maltese

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math.AP2025

The existence and local uniqueness of the eigenfunctions of the non-linear operator $I^_{H} u^{n}$ in the hyperbolic PoincarÃ© half-plane

F. Maltese

In this article we find locally an eigenfunctions for a particular nonlinear hyperbolic differential operator $I^_{H} u^{n}$ , where $I^_{H}$ is the hyperbolic Laplacian in the half-pla…

math.AP2024

A non-homogeneous generalization of Burgers equations

Francesco Maltese

In this article we study generalizations of the inhomogeneous Burgers equation. First at the operator level, in the sense that we replace classical differential derivations by oper…

The existence and local uniqueness of the eigenfunctions of the non-linear operator I^H​un in the hyperbolic PoincarÃ© half-plane

A non-homogeneous generalization of Burgers equations

The existence and local uniqueness of the eigenfunctions of the non-linear operator $I^_{H} u^{n}$ in the hyperbolic PoincarÃ© half-plane