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The above formulation of large cardinal axioms invokes classes but there are equivalent formulations in terms of sets.
We also perform an extensive computational comparison of all linear formulations in terms of size, solution quality and running time.
We further discuss the opportunities offered by these formulations in terms of endosomal escape, as well as their limitations.
Finally, bond coefficients have been adjusted to different formulations in terms of crack spacing and crack width.
In this paper, we consider two-dimensional crack deformations with strain gradient effect and establish the dual formulations in terms of potentials.
The different formulations in terms of instantaneous and mean crushing force are investigated and reproduced under some common rules for a comparative study.
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The formulation in terms of alignment tensors has proven particularly versatile since one can formulate the elastic energy functional of the dislocation system in terms of dislocation density alignment tensors (Zaiser 2015) and then use this functional to derive the dislocation velocity in a thermodynamically consistent manner (Hochrainer 2016).
This showed the effectiveness of the surfactant-polymer formulation in terms of enhancing oil recovery.
Tarski's first formulation in terms of substitution is even simply a paraphrase of Bolzano's definition.
Reproducibility of the optimal formulation in terms of mucoadhesivity and controlled drug release was confirmed.
The second stage was followed by the characterization of optimum formulation in terms of rheological behavior and particle size distribution.
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