Results 121 to 130 of about 11,885,573 (368)
Short‐period ground motions from earthquakes are calculated by semiempirical methods such as the empirical Green's function method or the stochastic Green's function method.
Kazuo Dan
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Fourier-domain Green's function for an elastic semi-infinite solid under gravity, with applications to earthquake and volcano deformation [PDF]
Sylvain Barbot, Yuri Fialko
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In this exploratory study, we investigated the relationship between the gut microbiota and outcome in patients with metastatic hormone receptor‐positive breast cancer, treated in a randomized clinical trial with chemotherapy alone or chemotherapy in combination with immune checkpoint blockade.
Andreas Ullern +7 more
wiley +1 more source
THE ALL-SOURCE GREEN’S FUNCTION AND ITS APPLICATIONS TO TSUNAMI PROBLEMS [PDF]
The classical Green’s function provides the global linear response to impulse forcing at a particular source location. It is a type of one-source-all-receiver Green’s function.
ZHIGANG XU
doaj
A space-domain integral equation method accelerated with adaptive cross approximation (ACA) is presented for the fast and accurate analysis of electromagnetic (EM) scattering from multilayered metallic photonic crystal (MPC).
Jianxun Su +4 more
doaj +1 more source
Full-waveform inversion based on generalized Rényi entropy using patched Green's function techniques. [PDF]
Barbosa WA +3 more
europepmc +1 more source
An efficient technique based on the HAM with Green's function for a class of nonlocal elliptic boundary value problems [PDF]
Randhir Singh
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Modeling hepatic fibrosis in TP53 knockout iPSC‐derived human liver organoids
This study developed iPSC‐derived human liver organoids with TP53 gene knockout to model human liver fibrosis. These organoids showed elevated myofibroblast activation, early disease markers, and advanced fibrotic hallmarks. The use of profibrotic differentiation medium further amplified the fibrotic signature seen in the organoids.
Mustafa Karabicici +8 more
wiley +1 more source
STRONG SHORT-RANGE INTERACTIONS IN ONE-DIMENSIONAL PROTON CONDUCTOR
The behaviour of one-dimensional proton conductor is investigated on the basis of orientational-tunnelling model. The previously proposed technique which permits the proton interactions to be taken into account in the zero-order Hamiltonian, and is based
I.V.Stasyuk, O.Vorobyov
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Green’s function for discrete problems with nonlocal boundary conditions
In this article, we investigate an m-order discrete problem with additional conditions which are described by m of linearly independent linear functionals.
Svetlana Roman, Artūras Štikonas
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