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To analyze the uncertainty conveniently, we use two parts to divide the different parts of all the approximation methods for multiplication, which include AATRE, AACHA, and AASEE.
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Finally, all the approximations used are systematically discussed, in order to show the scope and relevance of the approach.
According to proposition 3 in [38], all the approximations satisfy the three conditions proposed in [39] for the convergence of the successive approximation method.
The result obtained by this multi-physical numerical approach, which removes all the approximations adopted in previous works, makes a useful instrument for real heterogeneous aquifer characterization and for predictive analysis of its behavior.
There is a small difference, and the reason stems from all the approximations previously made: carriers are not orthogonal (Section 2.3), the embedding distortion is not exact (21), and projections in the secret subspace are modeled (24).
However, since [ N ] T ≫ [ P ] T at all times, the approximation [ N ] ≈ [ N ] T is good.
All the approximations are validated through Monte Carlo simulation within a wide parameter space.
After some mathematical calculations, it is easy to verify that all the approximations of problem (22) satisfy the three conditions proposed in [34] for the convergence of the successive approximation method.
All the approximations are in the form of a state equation that consists of first-order differential equations, the number of which is the same as the approximation order.
Even considering the partial optimization of the monodentate structure and all the approximations and errors inherent in these model calculations, this difference is extremely large and suggests that the monodentate configuration is not stable for UO2-HPO4.
However, because the simulations are based on a simplified model of viral capsid assembly, there could be serious concerns about all the approximations that are made.
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CEO of Professional Science Editing for Scientists @ prosciediting.com