Publications by authors named "G BERNARDINI"

To contrast the rapid spread of antibiotic resistance in bacteria, new alternative therapeutic options are urgently needed. The use of nanoparticles as carriers for clinically relevant antibiotics represents a promising solution to potentiate their efficacy. In this study, we used larvae for the first time as an animal model for testing a nanoconjugated glycopeptide antibiotic (teicoplanin) against infection.

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Article Synopsis
  • Lesch-Nyhan disease (LND) is a rare genetic disorder caused by a deficiency in the HPRT enzyme, leading to motor disabilities, cognitive deficits, and self-harm behaviors.
  • Recent advances in stem cell research, particularly with human pluripotent stem cells, provide new methods to study LND's underlying neurological mechanisms.
  • This review evaluates current stem cell models for LND, their potential for uncovering key pathological events, and discusses challenges and future directions for improving research using induced pluripotent stem cells.
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Background: Cell therapy has emerged as a revolutionary tool to repair damaged tissues by restoration of an adequate vasculature. Dental Pulp stem cells (DPSC), due to their easy biological access, ex vivo properties, and ability to support angiogenesis have been largely explored in regenerative medicine.

Methods: Here, we tested the capability of Dental Pulp Stem Cell-Conditioned medium (DPSC-CM), produced in normoxic (DPSC-CM Normox) or hypoxic (DPSC-CM Hypox) conditions, to support angiogenesis via their soluble factors.

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The Hybridization problem asks to reconcile a set of conflicting phylogenetic trees into a single phylogenetic network with the smallest possible number of reticulation nodes. This problem is computationally hard and previous solutions are limited to small and/or severely restricted data sets, for example, a set of binary trees with the same taxon set or only two non-binary trees with non-equal taxon sets. Building on our previous work on binary trees, we present FHyNCH, the first algorithmic framework to heuristically solve the Hybridization problem for large sets of multifurcating trees whose sets of taxa may differ.

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