We call a local vector lattice any vector lattice with a distinguished positive strong unit and having exactly one maximal ideal (its radical). We provide a short study of local vector lattices. In this regards, some characterizations of local vector lattices are given. For instance, we prove that a vector lattice with a distinguished strong unit is local if and only if it is clean with non no-...

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Abstract Background and Aims Nephroangiosclerosis is a frequent renal disease due to chronic arterial hypertension it one of the main causes leading replacement therapy. A minority these patients have nephroangiosclerosis although they apparently under control with minimal treatment. Objetives To describe characteristics this group when compared rest histological diagnosis nephroangiosclerosis....