Biomedical subjects

E Paladino

Publications and source records attributed to E Paladino.

4 recordsLinked to original sources

PubMed2006

Accuracy of FVIII: C assay by one-stage method can be improved using hemophilic plasma as diluent.

BACKGROUND: the basic prerequisite of Factor VIII clotting assay (FVIII:C) by One-Stage Method is that all other than FVIII clotting factors are present in constant concentration in each dilution of both standard reference and patient's plasma curves. On the contrary, the plasma content of each dilution is decreasing as the dilution factor increases. OBJECTIVES AND METHODS: to keep exactly constant the plasma content in each mixture, we performed all dilutions of both standard reference and patient's plasma with FVIII deficient plasma and further with a fixed amount of buffer (method B). To show the discrepancies between this method and regular method A, using buffer to make dilutions, a comparative study was conducted on FVIII: C assay on samples at known FVIII concentration and in patients' plasma. Imidazole or Owren's buffers and five different aPTT reagents were employed, both in method A and B. RESULTS: a discrepancy between FVIII: C assays obtained by method A and B was observed, mainly when Pathrontin SL and Imidazole buffer were used. The assays derived from method B always better fit with the expected, calculated, values of FVIII:C concentrations. Furthermore, FVIII: C was assayed in 60 patients: the outcome of method A was always higher than values of method B. The discrepancy between the two methods was higher at FVIII concentrations below 50 U/dL but null at 100 U/dL. The A slope was steeper than B slope and the difference was statistically significant starting from the 1/10 dilution. Accordingly, FVIII: C of patients' plasma obtained by method A was always higher that those obtained by method B, even 2 or 3 times for FVIII level < or = 10 U/dL or 1.4-1.6 times for FVIII levels between 10 and 25 U/dL. CONCLUSIONS: only method B is able to give FVIII: C assays in agreement with the expected values. The dilution of reference standards and samples with FVIII deficient plasma is crucial to accurately evaluate the post-infusion FVIII concentrations in pharmacokinetic studies or the trough level during prophylactic therapy and to investigate the discrepancy among different FVIII: C assays. In addition, the assessment of severity and classification of hemophilia should be reviewed.

Blood Coagulation↗

PubMed2005

Initial decoherence in solid state qubits.

We study decoherence due to low frequency noise in Josephson qubits. Non-Markovian classical noise due to switching impurities determines inhomogeneous broadening of the signal. The theory is extended to include effects of high-frequency quantum noise, due to impurities or to the electromagnetic environment. The interplay of slow noise with intrinsically non-Gaussian noise sources may explain the rich physics observed in the spectroscopy and in the dynamics of charge based devices.

Journal Article↗

PubMed2003

A multicenter pharmacokinetic study of the B-domain deleted recombinant factor VIII concentrate using different assays and standards.

When the one-stage clotting assay is used in comparison with the chromogenic and immunological assays, plasma levels of factor (F)VIII are underestimated by 40-50% after infusion of B-domain deleted recombinant FVIII (BDD-rFVIII) in patients with hemophilia. A possible way to counteract the underestimation of FVIII levels by the one-stage assay is the adoption of a recombinant FVIII reference standard instead of a plasma standard. To evaluate the usefulness of such a standard [ReFacto Laboratory Standard (RLS)], the pharmacokinetic parameters of a single dose of BDD-rFVIII (25 U kg(-1)) were evaluated in a multicenter study carried out in 18 patients with severe hemophilia A. The very low in vivo recovery, obtained with the combination of the one-stage assay and plasma reference standard, was increased up to the values obtained by the chromogenic assay when the results were expressed in terms of RLS. When the plasma standard was used, the one-stage/chromogenic ratio was 0.82 +/- 0.12 for FVIII levels above 25 U dL(-1) and 1.42 +/- 0.99 for FVIII levels below 25 U dL(-1). Using the RLS, the one-stage/chromogenic ratio increased to 1.01 +/- 0.19 at FVIII levels above 25 U dL(-1), as a consequence of a complete overlap of the two decays; however, at FVIII levels below 25 U dL(-1), the one-stage/chromogenic ratio was still 1.6 +/- 0.85. After the twelfth hour, FVIII concentrations obtained by chromogenic assay were always lower than those resulting from the one-stage clotting assay, independently of the standard used. Results obtained by chromogenic assay were not affected by the type of standard used. Compared with those obtained by the one-stage assay, higher values of clearance, lower volume of distribution area and shorter plasma half-life or mean residence time were obtained by chromogenic assay because of a shape change of the decay curve due to a shift to higher values in the first part (time interval 0-12 h) and to lower values in the second part of the decay curve (time interval 12-48 h). As a consequence, the slope of the decay curve obtained by means of chromogenic assay was steeper. In conclusion, the more homogeneous results of in vivo recovery and pharmacokinetic analysis, due to the decrease of discrepancy between the two methods when RLS was used, make the cheaper and more widely used one-stage assay preferable to the more expensive chromogenic assay, on condition that the ReFacto specific standard has used.

Adult↗

PubMed2002

Decoherence and 1/f noise in Josephson qubits.

We propose and study a model of dephasing due to an environment of bistable fluctuators. We apply our analysis to the decoherence of Josephson qubits, induced by background charges present in the substrate, which are also responsible for the 1/f noise. The discrete nature of the environment leads to a number of new features which are mostly pronounced for slowly moving charges. Far away from the degeneracy this model for the dephasing is solved exactly.

Journal Article↗