Ozger F. Polynomials Recent Research 2023

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Ozger F. Polynomials Recent Research 2023

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Textbook in PDF format Polynomials are incredibly useful mathematical tools that have a wide array of applications. This book provides a comprehensive overview of polynomials and recent developments in the field. It includes ten chapters that address such topics as polynomials-based cyclic coding, Hermite polynomials, Routh polynomials, fitting parametric polynomials with control point coefficients, the thermoelastic wave model, and much more. Generalized Quantum Polynomials Application of Polynomials in Coding of Digital Data Orthogonal Polynomials Based Operational Matrices with Applications to Bagley-Torvik Fractional Derivative Differential Equations Fitting Parametric Polynomials Based on Bézier Control Points Rediscovery of Routh Polynomials after Hundred Years in Obscurity The Inverse Characteristic Polynomial Problem for Graphs over Finite Fields On Computing of Independence Polynomials of Trees Applications of Orthogonal Polynomials to Subclasses of Bi-Univalent Functions Properties of the Poly-Changhee Polynomials and Its Applications Existence of Limit Cycles for a Class of Quintic Kukles Homogeneous System