A. Giacomini

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20022004

most citedMulti-peak solutions for a class of degenerate elliptic equations

5 citations · 9 across the 5 of their papers we have counts for

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math.CA2002★ 3 cited

A stability result for Neumann problems in dimension $N \geq 3$

Alessandro Giacomini

We give a sufficient condition in dimension $N \geq 3$ in order to obtain the stability of a sequence of Neumann problems on fractured domains.

math.CA2002

A Generalization of Golab's Theorem and Applications to fracture mechanics

A. Giacomini

We study the lower semicontinuity for functionals defined on compact sets in R^2 with a finite number of connected components and finite length which depend on their normal vector.…

A stability result for Neumann problems in dimension N≥3

A Generalization of Golab's Theorem and Applications to fracture mechanics

A stability result for Neumann problems in dimension $N \geq 3$