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Dive into the research topics where Monica Lazzo is active.

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Featured researches published by Monica Lazzo.


Analysis | 2008

Nonexistence criteria for polyharmonic boundary-value problems

Monica Lazzo; Paul G. Schmidt

Abstract We discuss some known results and open problems pertaining to the nonexistence of nontrivial solutions for semilinear polyharmonic equations under Dirichlet or Navier boundary conditions. Precise control of the boundary terms in a Pohozaev-type identity allows us to establish a sharp nonexistence criterion for radially symmetric solutions, which closes a gap in the literature.


Journal of Differential Equations | 2009

Oscillatory radial solutions for subcritical biharmonic equations

Monica Lazzo; Paul G. Schmidt


Siam Journal on Mathematical Analysis | 2005

Large Solutions for a System of Elliptic Equations Arising from Fluid Dynamics

Jesús Ildefonso Díaz Díaz; Monica Lazzo; Paul G. Schmidt


Nonlinear Analysis-theory Methods & Applications | 1997

Nonlinear differential problems and Morse theory

Monica Lazzo


Nonlinear Analysis-theory Methods & Applications | 2009

Radial solutions of a polyharmonic equation with power nonlinearity

Monica Lazzo; Paul G. Schmidt


Electronic Journal of Differential Equations | 2007

Large radial solutions of a polyharmonic equation with superlinear growth

J.Ildefonso Díaz; Monica Lazzo; Paul G. Schmidt


Conference Publications2007, Volume 2007, Pages 634-643 | 2007

Nodal properties of radial solutions for a class of polyharmonic equations

Monica Lazzo; Paul G. Schmidt


Nonlinear Analysis-theory Methods & Applications | 1995

Positive solutions for a mixed boundary problem

Anna Maria Candela; Monica Lazzo


Journal of Differential Equations | 2014

Asymptotic behavior of large radial solutions of a polyharmonic equation with superlinear growth

Jesús Ildefonso Díaz Díaz; Monica Lazzo; Paul G. Schmidt


Journal of Dynamics and Differential Equations | 2011

Periodic Solutions and Invariant Manifolds for an Even-Order Differential Equation with Power Nonlinearity

Monica Lazzo; Paul G. Schmidt

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J.Ildefonso Díaz

Complutense University of Madrid

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