0000000000239481
AUTHOR
S. Di Martino
Oilseed Brassica species for fuel production in Mediterranean environments: First field results and technical evaluations
Energy is a major constraint of developed and under-development countries, and the sustainable production of biofuels for use in industrial and domestic sectors has been implemented successfully in many parts of the world. For a number of reasons, some Brassica species, such as B. napus, B. juncea or B. carinata, seem especially interesting as biofuel crops for Mediterranean environments, and many studies and researches have been carried out in order to ensure a successful introduction of them inside the current farming systems. In this work we report the first results of the field trials performed in 2006/07 in the experimental farm “Sparacia” (Cammarata – AG – Sicily), representative of t…
Sustainability of pistachio production (Pistacia vera L.) under supplemental irrigation in a Mediterranean climate
Abstract The objective of this study was to examine the effects of supplemental micro-irrigation, in a commercial rainfed orchard, on tree water status, gas exchange and productivity of Pistacia vera L. (cv Bianca) grafted on P. terebinthus. Irrigating with 10–15% of estimated full evaporative demand significantly increased average annual productivity by increasing yield in the on-crop year of this alternate bearing species. Irrigation increased yield by 30%, resulting in 1600 kg of in-shell product per ha. Irrigation delayed leaf senescence while flower bud abscission was not reduced until the third year of experiment. Irrigation did not improve gas exchange during Stage I (pericarp growth…
Dynamics of a particle confined in a two-dimensional dilating and deforming domain
Some recent results concerning a particle confined in a one-dimensional box with moving walls are briefly reviewed. By exploiting the same techniques used for the 1D problem, we investigate the behavior of a quantum particle confined in a two-dimensional box (a 2D billiard) whose walls are moving, by recasting the relevant mathematical problem with moving boundaries in the form of a problem with fixed boundaries and time-dependent Hamiltonian. Changes of the shape of the box are shown to be important, as it clearly emerges from the comparison between the "pantographic", case (same shape of the box through all the process) and the case with deformation.
An algebraic approach to the study of multipartite entanglement
A simple algebraic approach to the study of multipartite entanglement for pure states is introduced together with a class of suitable functionals able to detect entanglement. On this basis, some known results are reproduced. Indeed, by investigating the properties of the introduced functionals, it is shown that a subset of such class is strictly connected to the purity. Moreover, a direct and basic solution to the problem of the simultaneous maximization of three appropriate functionals for three-qubit states is provided, confirming that the simultaneous maximization of the entanglement for all possible bipartitions is compatible only with the structure of GHZ-states.