Sentence examples for basis of cell assembly from inspiring English sources

Most of the ideas presented on Braitenberg's work have been thoroughly explored and served as the basis of cell assembly theory.

Therefore, let us focus on a particular type of cell assembly called a k-assembly.

We link the concept of cell assembly to the closure of a minimal k-core and study a particular type of cell assembly called k-assembly.

Hence, the vertex set of a minimal k-core generates a particular type of cell assembly called k-assembly.

For a detailed discussion of the current state of cell assembly theory see [21].

In this section, the reader will be introduced to basic terminology necessary to link the concepts of cell assembly and k-assembly.

For a detailed discussion of cell assemblies see [6].

Palm formulated the main problem of the theory of cell assemblies by asking the total number of cell assemblies at a given threshold k.

Therefore, we focus on the study of cell assemblies generated by minimal persistent sets.

The graph on the left satisfies the definition of a cell assembly, but not of k-assembly.

The mathematical definition of a cell assembly encompasses a variety of tight sets.