Aim of this lecture is to give a (partial) scheme of the connections between Γ-and G-convergence
and several results and problems in calculus of variations, measure theory, partial …

The main purpose of this paper is to prove that there exist complete analytic minimal graphs
of sufficiently large dimension, which are not hyperplanes. In [8], Fleming gave a new proof …

… De Giorgi, Nuovi teoremi relativi alle misure (r− 1)-dimensionali in uno spazio ad r dimensioni.
Ricerche Mat. 4 (1955), 95–113. … De Giorgi, Free discontinuity problems in Calculus of …

Background: There is a need for better standardization of the dermoscopic terminology in
assessing pigmented skin lesions. Objective: The virtual Consensus Net Meeting on …

One of the most important aspects of mitochondrial (mt) genome evolution in Metazoa is
constancy of size and gene content of mtDNA, whose plasticity is maintained through a great …

Observational epidemiological studies aimed at elucidating the relationship between fibroids
and infertility are inconclusive due to methodological limitations. However, two main pieces …

… The modified De Giorgi conjecture as stated above was investigated by several authors. …
Since the limsup estimate corresponding to the Modified De Giorgi Conjecture was already …

In this paper I intend to deepen the idea of minimizing movement which has been presented
in the conference [10]. Such idea seems to be suitable to unify many problems in calculus of …

In this paper I suggest a general definition of Γ-convergence and of G-convergence which I
hope will be useful to extend the previous convergences so that several works, in which …

… This paper studies a conjecture made by De Giorgi in 1978 concerning the one-dimensional …
Finally, we establish that an asymptotic version of the conjecture of De Giorgi is true when n …