Search Results - "Simon, Udo"

Impact of sarcopenia and fat distribution on outcomes in penile cancer by Hartmann, Valerie, Engelmann, Simon Udo, Pickl, Christoph, Haas, Maximilian, Kälble, Sebastian, Goßler, Christopher, Eckl, Christoph, Hofmann, Aybike, Pichler, Renate, Burger, Maximilian, Mayr, Roman

“…Sarcopenia, defined as age-associated loss of skeletal muscle function and muscle mass, is a negative prognostic marker for survival in several tumor entities…”
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Critical metrics of the Schouten functional by Hu, Zejun, Nishikawa, Seiki, Simon, Udo

“…Given a Riemannian metric on a compact smooth manifold, we consider its Schouten tensor, which is a tensor field of type (0, 2) arising in the remainder of the…”
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Schouten curvature functions on locally conformally flat Riemannian manifolds by Hu, Zejun, Li, Haizhong, Simon, Udo

“… Consider a compact Riemannian manifold ( M, g ) with metric g and dimension n ≥ 3. The Schouten tensor A g associated with g is a symmetric (0, 2)-tensor…”
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The first eigenvalue of Laplace-type elliptic operators induced by conjugate connections by Simon, Udo

“…According to Tashiro–Obata, on a Riemannian manifold ( M , g ) with its Ricci curvature bounded positively from below, the first eigenvalue of the Laplacian on…”
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Prostate-specific membrane antigen-radioguided surgery salvage lymph node dissection: experience with fifty oligorecurrent prostate cancer patients by Mayr, Roman, Engelmann, Simon Udo, Yang, Yushan, Haas, Maximilian, Schmid, Thomas, Schnabel, Marco Julius, Breyer, Johannes, Schmidt, Daniel, Eiber, Matthias, Denzinger, Stefan, Burger, Maximilian, Hellwig, Dirk, Moosbauer, Jutta, Grosse, Jirka

“…Purpose The higher detection efficacy of PSMA PET for oligometastatic recurrence of prostate cancer has promoted new loco-regional treatment options…”
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Editorial No. 1 by Simon, Udo

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List of Lectures and Posters Conference on Differential Geometry and Partial Differential Equations Brasilia, May 24–28, 2010 by Simon, Udo

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List of Participants Conference on Differential Geometry and Partial Differential Equations Brasilia, May 24–28, 2010 by Simon, Udo

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Editorial No. 2 by Simon, Udo

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Geometry of differential operators on Weyl manifolds by Bokan, Neda, Gilkey, Peter B., Simon, Udo

“…We define natural operators of Laplace type for a Weyl manifold which transform conformally. We use the asymptotics of the heat equation for these operators to…”
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The Dynamics of Orthodoxy and Heterodoxy. Dealing with Divergence in Muslim Discourses and Islamic Studies by Simon, Udo, Langer, Robert

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Blaschke hypersurfaces with constant negative affine mean curvature by Li, An-Min, Sheng, Li, Simon, Udo

“…We consider affine-complete Blaschke hypersurfaces with constant negative affine mean curvature; for a subclass we assume appropriate bounds for the affine…”
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Codazzi-Equivalent Affine Connections by Schwenk-Schellschmidt, Angela, Simon, Udo

“… We extend the concept of Codazzi-equivalence from Riemannian metrics in [14] to affine connections. Applications to relative hypersurface theory show that…”
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On locally strongly convex affine hypersurfaces with parallel cubic form. Part I by Hu, Zejun, Li, Haizhong, Simon, Udo, Vrancken, Luc

“…In this paper, we study locally strongly convex affine hypersurfaces of R n + 1 that have parallel cubic form with respect to the Levi-Civita connection of the…”
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Geometric realizations, curvature decompositions, and Weyl manifolds by Gilkey, Peter, Nikčević, Stana, Simon, Udo

“…We show that any Weyl curvature model can be geometrically realized by a Weyl manifold…”
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The fundamental theorem in affine hypersurface theory by Simon, Udo

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Shiing-Shen Chern’s Centenary by Simon, Udo, Tjaden, Ekkehard-H., Wefelscheid, Heinrich

“…Shiing-Shen Chern was an editor of our journal Results in Mathematics from 1984 to 2004, the year he passed away at Tianjin. This article honors one of the…”
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Complete Hyperbolic Tchebychev Hypersurfaces by Simon, Udo, Trabelsi, Houda, Vrancken, Luc

“… We study locally strongly convex, hyperbolic centroaffine Tchebychev hypersurfaces with complete centroaffine metric. We give a classification in case that…”
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In Memory of Katsumi Nomizu

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Curvature Properties of Weyl Geometries by Gilkey, Peter, Nikčević, Stana, Simon, Udo

“…We examine relations between geometry and the associated curvature decompositions in Weyl Geometry…”
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