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The Archimedean Quantum Gravity Equation
Gravity in this framework is not curvature, not a field, and not a particle‑mediated force. It is the pressure response of a discrete substrate whose flux is displaced by matter. A mass creates a local pressure deficit; surrounding higher‑pressure regions push inward, producing Archimedean acceleration.
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Abstract World markets for quality differentiated agri‐food products are highly competitive, presenting significant challenges for firms aiming to compete effectively. Government agencies and business organizations often implement various export promotion policies to address these challenges.
Nicolás Depetris‐Chauvin +1 more
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Parabolic equations for gravity and acousto-gravity waves
The Journal of the Acoustical Society of America, 1999Parabolic equations for gravity and acousto-gravity waves are derived and implemented. The wave equations for these problems contain singularities at depths at which the buoyancy frequency equals the forcing frequency. One of the advantages of the parabolic equation solution is that it is easy to avoid numerical problems associated with the ...
Joseph F. Lingevitch +2 more
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Abstract This chapter explores why bilateral trade flows are systematically related to countries’ economic size and geographic distance. Starting from empirical regularities—such as US and Swiss trade patterns—it shows that nations trade disproportionately with large and nearby economies, with extensions capturing borders, language ...
Reto Foellmi, Stefan Legge
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Reto Foellmi, Stefan Legge
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Nonlinear Equations for Acoustic Gravity Waves
Physica Scripta, 1986zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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STOCHASTIC GRAVITY AND THE LANGEVIN-RAYCHAUDHURI EQUATION
International Journal of Modern Physics A, 2005We treat the gravitational effects of quantum stress tensor fluctuations. An operational approach is adopted in which these fluctuations produce fluctuations in the focusing of a bundle of geodesics. This can be calculated explicitly using the Raychaudhuri equation as a Langevin equation.
Borgman, J., Ford, L. H.
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Geodesic deviation equation in f(Q)-gravity
Chinese Journal of Physics, 2022Tee-How Loo, Avik De
exaly
On estimation of gravity equation: A cluster analysis
2014This article questions the slope homogeneity in a gravity equation and proposes a partially heterogeneous framework for its estimation using panel data. We suggest to employ K-mean clustering to group countries according to the gravity equation variables. Further, the gravity model is estimated on these created homogeneous groups.
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