Results 81 to 90 of about 227,128 (319)
Some Equivalent Forms of the Arithematic-Geometric Mean Inequality in Probability: A Survey
We link some equivalent forms of the arithmetic-geometric mean inequality in probability and mathematical statistics.
Wenyaw Chan, Hung-Wen Yeh, Cheh-Chih Yeh
doaj +2 more sources
Animal and human helminth infections are highly prevalent around the world, with only few anthelminthic drugs available. The anthelminthic drug performance is expressed by the cure rate and the egg reduction rate.
Wendelin Moser +5 more
doaj +1 more source
Formulas for the arithmetic geometric mean of curves of genus 3
The arithmetic geometric mean algorithm for calculation of elliptic integrals of the first type was introduced by Gauss. The analog algorithm for Abelian integrals of genus 2 was introduced by Richelot (1837) and Humbert (1901).
Lehavi, D., Ritzenthaler, C.
core +2 more sources
This study designs a novel mRNA‐LNP vaccine targeting VZV glycoprotein E (gE) for herpes zoster via an AI‐assisted pipeline. Validated in mice and rhesus macaques, the mRNA‐LNP vaccine shows strong humoral and cellular immune responses, with CD4+ T‐cell responses more effective and durable than Shingrix, offering a promising prophylactic option ...
Kai Dong +6 more
wiley +1 more source
Endocytic Control of Cell‐Autonomous and Non‐Cell‐Autonomous Functions of p53
NUMB Ex3‐containing isoforms localize to the plasma membrane, where they recruit p53 through SNX9 and direct it to multivesicular bodies and exosomes. Exported p53 is taken up by neighboring cells and activates nuclear programs, revealing an intercellular, exosome‐based pathway that might help establish a tumor‐suppressive microenvironment.
Roberta Cacciatore +20 more
wiley +1 more source
A refinement of various mean inequalities
A new refinement of the classical arithmetic mean and geometric mean inequality is given. Moreover, a new interpretation of the classical mean is given and this refinement theorem is generalized.
Takahasi Sin-Ei +2 more
doaj
Geometric mean extension for data sets with zeros
There are numerous examples in different research fields where the use of the geometric mean is more appropriate than the arithmetic mean. However, the geometric mean has a serious limitation in comparison with the arithmetic mean.
de la Cruz, Roberto, Kreft, Jan-Ulrich
core
Reduced perplexity: Uncertainty measures without entropy [PDF]
Conference paper presented at Recent Advances in Info-Metrics, Washington, DC, 2014. Under review for a book chapter in "Recent innovations in info-metrics: a cross-disciplinary perspective on information and information processing" by Oxford University ...
Nelson, Kenric P.
core
On a discrete weighted mixed arithmetic-geometric mean inequality
Let n 2 . For 1 i n , let xi , wi 0 with w1 > 0 . Further let Wi = ∑k=1 wk , Mi,1 = ∑k=1 wkxk/Wk , Mi,0 = ∏ i k=1 x wk/Wk k , Mi,1(Mi,0) = ∑ i k=1 wkMk,0/Wk , Mi,0(Mi,1) = ∏k=1 M wk/Wk k,1 .
Peng Gao
semanticscholar +1 more source
General schematic of the approach. Abstract Conventional Silver/Silver Chloride (Ag/AgCl) electrodes remain the clinical standard for electrophysiological monitoring but are hindered by poor skin conformity, mechanical rigidity, and signal degradation, particularly under motion or sweat.
Nazmi Alsaafeen +11 more
wiley +1 more source

