32 research outputs found

    Determination of the moments of the proton charge density

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    A global analysis of proton electric form factor experimental data from Rosenbluth separation and low squared four-momentum transfer experiments is discussed for the evaluation of the spatial moments of the proton charge density based on the recently published integral method \cite{Hob20}. Specific attention is paid to the evaluation of the systematic errors of the method, particularly the sensitivity to the choice of the mathematical expression of the form factor fitting function. Within this comprehensive analysis of proton electric form factor data, the moments of the proton charge density are determined for integer order moments, particularly: ⟹r2⟩\langle r^2 \rangle=0.682(02)Sta._{Sta.}(11)Sys._{Sys.}~fm2^2, ⟹r3⟩\langle r^3 \rangle=0.797(10)Sta._{Sta.}(58)Sys._{Sys.}~fm3^3, and ⟹r4⟩\langle r^4 \rangle=1.02(05)Sta._{Sta.}(31)Sys._{Sys.}~fm4^4. This analysis leads to the proton charge radius 0.8459(12)Sta._{Sta.}(76)Sys._{Sys.}~fm once relativistic effects are taken into account.Comment: 10 pages, 3 figure

    Angiopoietin-1 is associated with cerebral vasospasm and delayed cerebral ischemia in subarachnoid hemorrhage

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    <p>Abstract</p> <p>Background</p> <p>Angiopoietin-1 (Ang-1) and -2 (Ang-2) are keyplayers in the regulation of endothelial homeostasis and vascular proliferation. Angiopoietins may play an important role in the pathophysiology of cerebral vasospasm (CVS). Ang-1 and Ang-2 have not been investigated in this regard so far.</p> <p>Methods</p> <p>20 patients with subarachnoid hemorrhage (SAH) and 20 healthy controls (HC) were included in this prospective study. Blood samples were collected from days 1 to 7 and every other day thereafter. Ang-1 and Ang-2 were measured in serum samples using commercially available enzyme-linked immunosorbent assay. Transcranial Doppler sonography was performed to monitor the occurrence of cerebral vasospasm.</p> <p>Results</p> <p>SAH patients showed a significant drop of Ang-1 levels on day 2 and 3 post SAH compared to baseline and HC. Patients, who developed Doppler sonographic CVS, showed significantly lower levels of Ang-1 with a sustained decrease in contrast to patients without Doppler sonographic CVS, whose Ang-1 levels recovered in the later course of the disease. In patients developing cerebral ischemia attributable to vasospasm significantly lower Ang-1 levels have already been observed on the day of admission. Differences of Ang-2 between SAH patients and HC or patients with and without Doppler sonographic CVS were not statistically significant.</p> <p>Conclusions</p> <p>Ang-1, but not Ang-2, is significantly altered in patients suffering from SAH and especially in those experiencing CVS and cerebral ischemia. The loss of vascular integrity, regulated by Ang-1, might be in part responsible for the development of cerebral vasospasm and subsequent cerebral ischemia.</p

    Pharmacological treatment of delayed cerebral ischemia and vasospasm in subarachnoid hemorrhage

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    Subarachnoid hemorrhage after the rupture of a cerebral aneurysm is the cause of 6% to 8% of all cerebrovascular accidents involving 10 of 100,000 people each year. Despite effective treatment of the aneurysm, delayed cerebral ischemia (DCI) is observed in 30% of patients, with a peak on the tenth day, resulting in significant infirmity and mortality. Cerebral vasospasm occurs in more than half of all patients and is recognized as the main cause of delayed cerebral ischemia after subarachnoid hemorrhage. Its treatment comprises hemodynamic management and endovascular procedures. To date, the only drug shown to be efficacious on both the incidence of vasospasm and poor outcome is nimodipine. Given its modest effects, new pharmacological treatments are being developed to prevent and treat DCI. We review the different drugs currently being tested

    Hedgehog: Understandable Scheduler-Free Heterogeneous Asynchronous Multithreaded Data-Flow Graphs

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    International audienceGetting performance on high-end heterogeneous nodesis challenging. This is due to the large semantic gap between acomputation’s specification - possibly mathematical formulas oran abstract sequential algorithm - and its parallel implementation;this gap obscures the program’s parallel structures and howit gains or loses performance. We present Hedgehog, a libraryaimed at coarse-grain parallelism. It explicitly embeds a data-flowgraph in a program and uses this graph at runtime to drivethe program’s execution so it takes advantage of hardware parallelism(multicore CPUs and multiple accelerators). Hedgehoghas asynchronicity built in. It statically binds individual threadsto graph nodes, which are ready to fire when any of their inputsare available. This allows Hedgehog to avoid using a globalscheduler and the loss of performance associated with globalsynchronizations and managing of thread pools. Hedgehog providesa separation of concerns and distinguishes between computeand state maintenance tasks. Its API reflects this separation andallows a developer to gain a better understanding of performancewhen executing the graph. Hedgehog is implemented as a C++17headers-only library. One feature of the framework is its lowoverhead; it transfers control of data between two nodes in ≈1 ÎŒs. This low overhead combines with Hedgehog’s API to provideessentially cost-free profiling of the graph, thereby enablingexperimentation for performance, which enhances a developer’sinsight into a program’s performance.Hedgehog’s asynchronous data-flow graph supports a datastreaming programming model both within and between graphs.We demonstrate the effectiveness of this approach by highlightingthe performance of streaming implementations of two numericallinear algebra routines, which are comparable to existinglibraries: matrix multiplication achieves >95% of the theoreticalpeak of 4 GPUs; LU decomposition with partial pivoting startsstreaming partial final result blocks 40× earlier than waitingfor the full result. The relative ease and understandabilityof obtaining performance with Hedgehog promises to enablenon-specialists to target performance on high-end single nodes

    Determination of the moments of the proton charge density

    No full text
    International audienceA global analysis of proton electric form factor experimental data from Rosenbluth separation and low squared four-momentum transfer experiments is discussed for the evaluation of the spatial moments of the proton charge density based on the recently published integral method [1]. Specific attention is paid to the evaluation of the systematic errors of the method, particularly the sensitivity to the choice of the mathematical expression of the form factor fitting function. Within this comprehensive analysis of proton electric form factor data, the moments of the proton charge density are determined for integer order moments, particularly the second one leading to a proton charge radius of 0.8261(12)Sta._{\mathrm{Sta.}}(76)Sys._{\mathrm{Sys.}} fm

    Determination of the moments of the proton charge density

    No full text
    International audienceA global analysis of proton electric form factor experimental data from Rosenbluth separation and low squared four-momentum transfer experiments is discussed for the evaluation of the spatial moments of the proton charge density based on the recently published integral method [1]. Specific attention is paid to the evaluation of the systematic errors of the method, particularly the sensitivity to the choice of the mathematical expression of the form factor fitting function. Within this comprehensive analysis of proton electric form factor data, the moments of the proton charge density are determined for integer order moments, particularly the second one leading to a proton charge radius of 0.8261(12)Sta._{\mathrm{Sta.}}(76)Sys._{\mathrm{Sys.}} fm
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