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The Cauchy–Neumann and Cauchy–Robin problems for a class of hyperbolic operators with double characteristics in presence of transition
The mixed Cauchy–Neumann and Cauchy–Robin problems for a class of hyperbolic operators with double characteristics in presence of transition is investigated. Some a priori estimates in Sobolev spaces with negative indexes are proved. Subsequently, existence and uniqueness results for the mixed problems are obtained
Ultrastructural observations on cytotoxic effector cells infiltrating pancreatic islets of low-dose streptozocin treated mice
Multivariate Statistical Analyses for Total Quality Measurement
a cura di : H. Bacelar et al
Allylic photochemical oxidation of a-methylstyrene derivatives in the presence of 2-iodo-5-nitrothiophene
Ciclosporin administration during pregnancy induces ultrastructural changes on pancreatic beta-cells of newborn rats
Potential role for high and low molecular weight tissue transglutaminases in transforming mammalian cell properties
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