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We give some necessary condition for the orthogonality and complete orthogonality of U-type designs under general Fourier regression models that involve symmetrical and asymmetrical Fourier models and prove that a U-type design, which is completely orthogonal, is not D-optimal for an asymmetrical Fourier model.
We use DAGs to encode the structural (i.e., causal) assumptions of our causal models and prove their identifiability.
We present several attempts to apply this system in transgenic mouse models and prove the principle of in vivo applicability.
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Both RPMP and RUFL are formulated as nonlinear integer programming models and proved to be NP-hard.
Social choice theorists study these questions not just by looking at examples, but by developing general models and proving theorems.
Kevin Kelly has developed a notion of simplicity that is appropriate for statistical models and proved Ockham theorems for this setting (see Other Internet Resources).
It has been used as a penalty term for TV models and proven to be effective for alleviating staircase effect [15].
One leading candidate is ARQ197, a Met inhibitor that has shown activities in preclinical models and proves partial responses in patients with metastatic diseases [ 13].
We propose a modified security model and prove that our scheme is existentially unforgetable against adaptively chosen message and identity attacks in the random oracle model.
Since we have dynamics that evolve in continuous and discrete-time, we write the closed-loop system as an impulsive model and prove asymptotic stability of its equilibrium.
In particular, we introduce an extension of ray-representation to shape interior modeling, and prove this parametrization covers the optimal interior regarding static and rotational stability criteria.
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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