NeutroAlgebra and NeutroGeometry for Dealing the Heteroclinic Patterns
Prem Kumar Singh · Advances in computer and electrical engineering book series · 2022
Recently, dealing the heteroclinic data and its pattern finding has been considered as one of major concern for the researchers. It becomes more complex in the case of dynamic or periodic uncertainty in data. These types of data form heteroclinic orbit, which changes the space from equilibrium to non-equilibrium and vice versa. In this case, several parallel lines can be drawn from the given point to measure the indeterminacy, which is used to be find flight paths. It means these types of data do not follow the fifth law. To deal with them, following the NeutroAlgebra, a new geometry called as NeutroGeometry is studied in this chapter to characterize them based on Euclidean, non-Euclidean, and indeterminate zones.