Results 1 to 10 of about 7,544,458 (289)
Low-molecular-weight polysaccharides (RLPs) extracted from Rosa laevigata fruits showed multiple biofunctions in Asia. This study aimed to investigate its anti-inflammatory obesity effect in high-fat diet-fed rats and further elucidated the underlying ...
Xuejiao Zhang +6 more
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Narrow-ranged species face challenges from natural disasters and human activities, and to address why species distributes only in a limited region is of great significance.
Zhi Yao +10 more
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Reconstruction of Function Fields [PDF]
We study the structure of abelian subgroups of Galois groups of function fields of surfaces.
Bogomolov, Fedor, Tschinkel, Yuri
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The shape function in field theory [PDF]
The shape function describes (non-perturbative) Fermi motion effects in semi-inclusive heavy flavour decay. Its renormalization properties are substantially dependent on the kind of ultraviolet regulator used.
Aglietti, U.
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Direct modulation of microglial function by electrical field
Non-invasive electric stimulation (ES) employing a low-intensity electric current presents a potential therapeutic modality that can be applied for treating retinal and brain neurodegenerative disorders.
Anton Lennikov +15 more
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Let L = L 1 ( x 1 ) = L 2 ( x 2 ) ⊃ K L = {L_1}({x_1}) = {L_2}({x_2 ...
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EXPECTATION IN LOCAL FIELD [PDF]
: In this paper we study the adic numbers as an example to the local field. Also we present Evans' new definition of expectation for random variables in this field and we study the properties of expectation according to this definition .
MUNA A. MAHMOOD, HASSAN H. EBRAHIM
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Fifty-Hertz low frequency magnetic field modifies sarcoplasmic reticulum function [PDF]
Among the putative mechanisms, by which extremely low frequency magnetic field (ELF-MF) modify calcium metabolism is that of affecting Ca2+ fluxes across cell membrane or internal Ca2+ stores.
Lu Jing, Liu Renchen, Wang Zhicheng
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The Partition Function for Topological Field Theories [PDF]
We use a Hodge decomposition and its generalization to non-abelian flat vector bundles to calculate the partition function for abelian and non- abelian BF theories in $n$ dimensions.
Gegenberg, J., Kunstatter, G.
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Genus fields of congruence function fields
Let $k$ be a rational congruence function field and consider an arbitrary finite separable extension $K/k$. If for each prime in $k$ ramified in $K$ we have that at least one ramification index is not divided by the characteristic of $K$, we find the genus field $\g K$, except for constants, of the extension $K/k$.
Maldonado-Ramírez, Myriam +2 more
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