All examples satisfying v≤100 have the structure of a coherent configuration.
We also examine whether each of all known tight Euclidean designs has the structure of a coherent configuration.
As a generalization of these results, we prove that a union of spherical designs with a certain property carries the structure of a coherent configuration.
There exist many tight relative 2-designs on two shells in binary Hamming association schemes H n,2) and each such design has the structure of a coherent configuration.
Floorplans are a way of representing the structure of a spatial configuration visually, which can be formalized mathematically in graphs.
The structure of a landscape (size, shape and configuration) affects its functional aspects such as bio-geo chemical cycling and hydrologic regimes.
In this work, we present a new methodology to study the structure of the configuration spaces of hard combinatorial problems.
Here, we describe the crystal structure of a GluA2 LBD tetramer in a configuration that involves an ∼30° rotation of the LBD dimers relative to the crystal structure of the full-length receptor.
We prove that every tight relative 2-design on 2 shells in H n,2) has the structure of coherent configuration.
Fig. 6 The filesystem like structure of the configuration store.
