1,192 research outputs found

    East and Southeast Asian Men and Bathhouses in Toronto

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    HIV prevention needs to reflect the diverse experiences of gay men at bathhouses, especially those from ethno-racial groups.York's Knowledge Mobilization Unit provides services and funding for faculty, graduate students, and community organizations seeking to maximize the impact of academic research and expertise on public policy, social programming, and professional practice. It is supported by SSHRC and CIHR grants, and by the Office of the Vice-President Research & Innovation. [email protected] www.researchimpact.c

    Recognition of specific sialoglycan structures by oral streptococci impacts the severity of endocardial infection.

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    Streptococcus gordonii and Streptococcus sanguinis are primary colonizers of the tooth surface. Although generally non-pathogenic in the oral environment, they are a frequent cause of infective endocarditis. Both streptococcal species express a serine-rich repeat surface adhesin that mediates attachment to sialylated glycans on mucin-like glycoproteins, but the specific sialoglycan structures recognized can vary from strain to strain. Previous studies have shown that sialoglycan binding is clearly important for aortic valve infections caused by some S. gordonii, but this process did not contribute to the virulence of a strain of S. sanguinis. However, these streptococci can bind to different subsets of sialoglycan structures. Here we generated isogenic strains of S. gordonii that differ only in the type and range of sialoglycan structures to which they adhere and examined whether this rendered them more or less virulent in a rat model of endocarditis. The findings indicate that the recognition of specific sialoglycans can either enhance or diminish pathogenicity. Binding to sialyllactosamine reduces the initial colonization of mechanically-damaged aortic valves, whereas binding to the closely-related trisaccharide sialyl T-antigen promotes higher bacterial densities in valve tissue 72 hours later. A surprising finding was that the initial attachment of streptococci to aortic valves was inversely proportional to the affinity of each strain for platelets, suggesting that binding to platelets circulating in the blood may divert bacteria away from the endocardial surface. Importantly, we found that human and rat platelet GPIbα (the major receptor for S. gordonii and S. sanguinis on platelets) display similar O-glycan structures, comprised mainly of a di-sialylated core 2 hexasaccharide, although the rat GPIbα has a more heterogenous composition of modified sialic acids. The combined results suggest that streptococcal interaction with a minor O-glycan on GPIbα may be more important than the over-all affinity for GPIbα for pathogenic effects

    A symplectic extension map and a new Shubin class of pseudo-differential operators

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    For an arbitrary pseudo-differential operator A:S(Rn)S(Rn)A:\mathcal{S}(\mathbb{R}% ^{n})\longrightarrow\mathcal{S}^{\prime}(\mathbb{R}^{n}) with Weyl symbol aS(R2n)a\in\mathcal{S}^{\prime}(\mathbb{R}^{2n}), we consider the pseudo-differential operators A~:S(Rn+k)S(Rn+k)\widetilde{A}:\mathcal{S}(\mathbb{R}% ^{n+k})\longrightarrow\mathcal{S}^{\prime}(\mathbb{R}^{n+k}) associated with the Weyl symbols a~=(a12k)s\widetilde{a}=(a\otimes1_{2k})\circ{s}, where 12k(x)=11_{2k}(x)=1 for all xR2kx\in\mathbb{R}^{2k} and s{s} is a linear symplectomorphism of R2(n+k)\mathbb{R}^{2(n+k)}. We call the operators A~\widetilde{A} symplectic dimensional extensions of AA. In this paper we study the relation between AA and A~\widetilde{A} in detail, in particular their regularity, invertibility and spectral properties. We obtain an explicit formula allowing to express the eigenfunctions of A~\widetilde{A} in terms of those of AA. We use this formalism to construct new classes of pseudo-differential operators, which are extensions of the Shubin classes HGρm1,m0HG_{\rho}^{m_{1},m_{0}} of globally hypoelliptic operators. We show that the operators in the new classes share the invertibility and spectral properties of the operators in HGρm1,m0HG_{\rho }^{m_{1},m_{0}} but not the global hypoellipticity property. Finally, we study a few examples of operators that belong to the new classes and which are important in mathematical physics.Comment: 28 pages, new version, accepted for publication in JF

    On the Usefulness of Modulation Spaces in Deformation Quantization

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    We discuss the relevance to deformation quantization of Feichtinger's modulation spaces, especially of the weighted Sjoestrand classes. These function spaces are good classes of symbols of pseudo-differential operators (observables). They have a widespread use in time-frequency analysis and related topics, but are not very well-known in physics. It turns out that they are particularly well adapted to the study of the Moyal star-product and of the star-exponential.Comment: Submitte
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