It is known that in the case of metric spaces compatibility implies weak compatibility but that the converse is not true.
For example in the case of cyclopropane and isobutane the compatibility graph (Figure 1) will generate 12 vertices and 36 edges (18 of which are c-edges).
Conducting polymers show great promise due to their electrical properties, and in the case of polypyrrole (PPY), its cell compatibility as well.
Thereby, we wanted to induce detection of the compatibility effect even in the case of small sample sizes and high variability of performance to be expected in neglect patients.
Hence, in the case of molecular graphs, the modular product graph is often called compatibility graph (Figure 1). Figure 1 The compatibility graph between Isobutane and Cyclopropane will generate a compatibility graph with 36 edges and 12 vertices.
Similar compatibility conditions are presented in the case of strips defined by implicitly defined surfaces.
This is mostly discussed as polymer filler interaction or compatibility and becomes even more important in the case of sub-micron particles.
But in the case of Wild Ginger Cafe (and its siblings) the various cuisines have a certain compatibility and share many ingredients.
It was found that there was no compatibility of the measurements results with theoretical data in the case of viscosity and thermal conductivity.
However, in the case of biological applications, organic nanoparticles formed in nature are also a promising alternative due to their compatibility and non-toxicity.
It is obvious that in the case of more advanced scoliosis, it will be easier to determine the precise points and therefore to expect a greater compatibility result.
