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Cubic Phase Function (CPF): A computational tool used for the estimation of parameters in polynomial phase signals, valued for its simplicity and efficiency in reducing non-linearities.
Proper handling of continuous variables is crucial in healthcare research, for example, within regression modelling for descriptive, explanatory, or predictive purposes. However, inadequate methods ...
Polynomial graph filter (PGF) is an important tool for processing the irregular data captured from various complex networks, so the design of PGF is studied in this paper. First, Legendre polynomials ...
Understanding the underlying graph structure of a nonlinear map over a particular domain is essential in evaluating its potential for real applications. In this paper, we investigate the structure of ...
The book presents a thorough development of the basic family, arguably the most fundamental family of iteration functions, deriving many surprising and novel theoretical and practical applications ...
The M-polynomial is a powerful tool in chemical graph theory used to describe the properties of a molecular graph. It encodes the graph’s structure and provides a compact representation for ...
The hybrid displacements are expressed as the combination of the in-plane and out-of-plane shape functions. These are formulated in terms of linear and cubic polynomial functions used generally in FEM ...
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