Search results for "5H"
showing 10 items of 152 documents
CCDC 1830057: Experimental Crystal Structure Determination
2019
Related Article: Jian Yang, Yoann Rousselin, Léo Bucher, Nicolas Desbois, Frédéric Bolze, Hai-Jun Xu, Claude P. Gros|2018|ChemPlusChem|83|838|doi:10.1002/cplu.201800361
CCDC 804804: Experimental Crystal Structure Determination
2013
Related Article: D.H.Nguyen, J.Bayardon, C.Salomon-Bertrand, S.Juge, P.Kalck, J.-C.Daran, M.Urrutigoity, M.Gouygou|2012|Organometallics|31|857|doi:10.1021/om2008265
CCDC 2067944: Experimental Crystal Structure Determination
2022
Related Article: Jingyu Zhang, Wei Xia, Saskia Huda, Jas S. Ward, Kari Rissanen, Markus Albrecht|2021|Adv.Synth.Catal.|363|3121|doi:10.1002/adsc.202100290
CCDC 1866675: Experimental Crystal Structure Determination
2018
Related Article: Anton Kehl, Valentina M. Breising, Dieter Schollmeyer, Siegfried R. Waldvogel|2018|Chem.-Eur.J.|24|17230|doi:10.1002/chem.201804638
CCDC 868802: Experimental Crystal Structure Determination
2012
Related Article: A.Cornia, F.Felluga, V.Frenna, F.Ghelfi, A.F.Parsons, M.Pattarozzi, F.Roncaglia, D.Spinelli|2012|Tetrahedron|68|5863|doi:10.1016/j.tet.2012.04.117
De novo mutation in a male patient with Fabry disease: a case report
2014
Abstract Background Fabry disease is an X-linked inherited metabolic condition where the deficit of the α-galactosidase A enzyme, encoded by the GLA gene, leads to glycosphingolipid storage, mainly globotriaosylceramide. To date, more than 600 mutations have been identified in human GLA gene that are responsible for FD, including missense and nonsense mutations, small and large deletions. Such mutations are usually inherited, and cases of de novo onset occur rarely. Case presentation In this article we report an interesting case of a 44-year-old male patient suffering from a severe form of Fabry disease, with negative family history. The patient showed signs such as cornea verticillata, ang…
Donation and back-donation in cis- and trans-[(η5-C5H5)Fe(η1-CO)(μ-CO)]2 tautomers: Which relative is more generous? An ETS-NOCV bond analysis
2022
The ETS-NOCV bond analysis has been exploited to quantitatively estimate donation and back-donation properties of [(η5-C5H5)]−, CO, and FeI in the cis-/trans-[(η5-C5H5)Fe(η1-CO)(μ-CO)]2 (cis-I/trans-I) tautomers. Theoretical outcomes indicate that the Fe-CO bond, regardless to the CO monoapto (η1-) or bridging (μ-) coordination, has a sizeable π Fe → CO back-bonding contribution, which is stronger in trans-I than in cis-I. Moreover, [(η5-C5H5)]− has the weakest back-donation acceptor capability. The back-bonding behaviour of the Fe → η1-CO interaction well agrees with the experimental symmetric/antisymmetric infrared νCO (sνηjavax.xml.bind.JAXBElement@fc12185-CO/aνηjavax.xml.bind.JAXBElemen…
Neuronal FGFR1 transactivation by inducing FGFR1/5-HT1A heteroreceptor complexes formation
2011
There are no clear data on the molecular mechanism by which the hippocampal 5-HT transmission contributes to the neuroprotective and antidepressant effects of 5-HT uptake blockers. Previously, we revealed that a 5-HT1A agonist may induce phosphorylation of FGFR1 and ERK1/2 in rat hippocampus independent of FGF-2, suggesting transactivation of FGFR1 tyrosine kinase in the absence of neurotrophic factor binding. As extension of previous work, using BRET analysis and coimmunoprecipitation in cellular models, FGFR1-5-HT1A heteroreceptor complexes have been demonstrated and agonist modulation characterized. In vitro assays on ERK1/2 phosphorylation in HEK cells and primary hippocampal cultures h…
Conformality and $Q$-harmonicity in sub-Riemannian manifolds
2016
We prove the equivalence of several natural notions of conformal maps between sub-Riemannian manifolds. Our main contribution is in the setting of those manifolds that support a suitable regularity theory for subelliptic $p$-Laplacian operators. For such manifolds we prove a Liouville-type theorem, i.e., 1-quasiconformal maps are smooth. In particular, we prove that contact manifolds support the suitable regularity. The main new technical tools are a sub-Riemannian version of p-harmonic coordinates and a technique of propagation of regularity from horizontal layers.
Calder\'on's problem for p-Laplace type equations
2016
We investigate a generalization of Calder\'on's problem of recovering the conductivity coefficient in a conductivity equation from boundary measurements. As a model equation we consider the p-conductivity equation with p strictly between one and infinity, which reduces to the standard conductivity equation when p equals two, and to the p-Laplace equation when the conductivity is constant. The thesis consists of results on the direct problem, boundary determination and detecting inclusions. We formulate the equation as a variational problem also when the conductivity may be zero or infinity in large sets. As a boundary determination result we recover the first order derivative of a smooth co…