Results 261 to 270 of about 53,101 (309)
Empowering federated learning for robust compound-protein interaction prediction across heterogeneous cross-pharma domains. [PDF]
Koyama T +14 more
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A low-cost triangular water-filled stand-off pad to improve needle visibility in ultrasound-guided procedures. [PDF]
Kumakura Y +9 more
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Pericardial Hemangioma: A Case Report and Updated Literature Review. [PDF]
Azees R +5 more
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Characteristics of Haemosiderotic Dermatofibroma with Confocal Microscopy.
Montero-Menárguez J +3 more
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Homogeneous Spaces with Sections
Let \(M\) be a connected complete Riemannian manifold. A section in \(M\) is a connected, totally geodesic, homogeneous submanifold \(\Sigma\) with the property that for all geodesics \(\gamma : {\mathbb R} \to M\) there exists an isometry \(g\) of \(M\) such that \(g \cdot \gamma({\mathbb R}) \subset \Sigma\) and \(g \cdot \gamma(0) = p\) for a fixed ...
Kollross, A. +3 more
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Wavefunctions on Homogeneous Spaces
Journal of Mathematical Physics, 1969The properties of a class of homogeneous spaces of the Poincaré group are discussed. An 8-dimensional space appears especially promising and the explicit unitary irreducible representations corresponding to physical particles are given using scalar wavefunctions on this space.
Bacry, H., Kihlberg, A.
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Commutators of singular integrals on spaces of homogeneous type [PDF]
summary:In this work we prove some sharp weighted inequalities on spaces of homogeneous type for the higher order commutators of singular integrals introduced by R. Coifman, R. Rochberg and G.
Gladis Pradolini +2 more
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Canadian Journal of Mathematics, 1977
Let be a Lie group with connected Lie subgroup , and let M(t), N(i) be real analytic curves in , the Lie algebra of , with .
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Let be a Lie group with connected Lie subgroup , and let M(t), N(i) be real analytic curves in , the Lie algebra of , with .
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On the Free Loop Space of Homogeneous Spaces
American Journal of Mathematics, 1987This paper shows that if M is a compact simply connected homogeneous space which is not diffeomorhic to a symmetric space of rank one, then the Betti numbers with \({\mathbb{Z}}_ 2\)-coefficients of the free loop space of M are unbounded. As a corollary, the authors extend a result of Gromoll-Meyer to show that any Riemannian metric on M has infinitely
McCleary, John, Ziller, Wolfgang
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