Results 151 to 160 of about 73,082 (280)
Complex manifolds and Einstein’s equations
We present a generalization of Penrose’s twistor theory based on the geometry of rational curves in complex manifolds. The analytical counterpart of this complex geometry consists, in the three simplest cases, of a system of differential equations closely connected with Einstein’s equations.
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Stochastic Hydrodynamic Velocity Field and the Representation of Langevin Equations
A lumped method is proposed to account for both mean‐field hydrodynamics and stochastic fluctuations within the kinematic equations of motion, providing a regularized formulation of the overdamped approximation. The concept of stochastic realizability in broad sense is introduced based on the spectral properties of the Fredholm operator associated with
Massimiliano Giona+2 more
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Real‐world evidence involving healthcare database studies is well established for making causal inferences in post‐market drug safety studies and methods, data, and research infrastructure for evaluating effectiveness have advanced in recent years. The rapidly expanding field of etiologic research using insurance claims and electronic health records ...
Shirley V. Wang+6 more
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The spectrum of an asymptotically hyperbolic Einstein manifold
John M. Lee
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Kähler-Einstein metrics for manifolds with nonvanishing Futaki character [PDF]
Toshiki Mabuchi
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There are no proper Berwald--Einstein manifolds [PDF]
Deng, Shaoqiang+2 more
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ABSTRACT Background Current diagnostic tools are inaccurate and not specific to prostate cancer (PCa) diagnosis. Cancer‐derived small extracellular vehicles (sEVs) play a key role in intercellular communication. In this study, we examined the diagnostic value of plasma sEV‐derived carbonic anhydrase IX (CAIX) protein for PCa and clinically significant ...
Haotian Chen+11 more
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Empty real Enriques surfaces and Enriques-Einstein-Hitchin 4-manifolds
Alex Degtyarev, Viatcheslav Kharlamov
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