Your English writing platform
Discover LudwigSuggestions(1)
Similar(58)
A recently developed technique known as analogue transformation acoustics has allowed the extension of the transformational paradigm to general spacetime transformations under which the acoustic equations are not form invariant.
As Tarski and others have pointed out, the permutation invariance criterion for logical constants can be seen as a natural generalization of Felix Klein's (1893) idea that different geometries can be distinguished by the groups of transformations under which their basic notions are invariant.
By determining the transformation group under which a given system is invariant, information about the invariants and symmetries of that equation is obtained.
By determining the transformation group under which the given partial differential equation and its boundary conditions are invariant, we obtain the invariants and the symmetries of this equation.
But the transition ahead hinges on a societal transformation, a transformation which isn't going to catalyse itself.
A closer examination of this transformation process yields conditions under which the constant false alarm rate property can be retained.
Using the analytical results and a diffeomorphic state transformation, a stabilizing condition under which the affine fuzzy system is quadratically stabilizable is derived and can be solved by means of an LMI technique in conjunction with a search for scaling parameters.
This follows from general necessary conditions for the preservation of weak limits under transformation, which presuppose that ρ n ∗ / ρ n M has to converge in distribution in order for ρ n ∗ M n possessing a limit in distribution; see Theorem 2 in [29].
The transformation owes much to Plan Colombia, under which the United States has pumped some $4.5 billion in mainly military aid into the country since 2000.
However, it is not obvious under which conditions the transformation of an ODE into a CPN is unique, that is, when a given ODE defines exactly one CPN.
The five main categories under which the model transformations are discussed in this chapter are of five types.
Write better and faster with AI suggestions while staying true to your unique style.
Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com