Search Results - "polynomial"

The essentials of finite element modeling and adaptive refinement for beginning analysts to advanced researchers in solid mechanics / by Dow, John O., 1941-

Table of Contents: “…Gauss points and Chebyshev polynomials -- 7A4. References --…”
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Numerical structural analysis / by O'Hara, Steven E., Ramming, Carisa H.

Table of Contents: “…Roots of algebraic and transcendental equations -- 1.1 Equations -- 1.2 Polynomials -- 1.3 Descartes' rule -- 1.4 Synthetic division -- 1.5 Incremental search method -- 1.6 Refined incremental search method -- 1.7 Bisection method -- 1.8 Method of false position or linear interpolation -- 1.9 Secant method -- 1.10 Newton-Raphson method or Newton's tangent -- 1.11 Newton's second order method -- 1.12 Graeffe's root squaring method -- 1.13 Bairstow's method -- References --…”
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Linear differential equations and oscillators / by Campos, Luis Manuel Braga da Costa

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Methods of Mathematical Modelling Fractional Differential Equations.

Table of Contents: “…6.7 ConclusionReferences; 7 A Hybrid Formulation for Fractional Model of Toda Lattice Equations; 7.1 Introduction; 7.2 Basic Idea of HATM with Adomian's Polynomials; 7.3 Application to the Toda Lattice Equations; 7.4 Numerical Result and Discussion; 7.5 Concluding Remarks; Acknowledgements; References; 8 Fractional Model of a Hybrid Nanofluid; 8.1 Introduction; 8.2 Problem's Description; 8.3 Generalization of Local Model; 8.4 Solution of the Problem; 8.4.1 Solutions of the Energy Equation; 8.4.2 Solution of Momentum Equation; 8.5 Results and Discussion; 8.6 Concluding Remarks; Acknowledgment…”
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Computational science and its applications /

Table of Contents: “…Narang Chapter 22: Conformable fractional Laguerre and Chebyshev differential equations with corresponding fractional polynomialsAjay Dixit and Amit Ujlayan Chapter 23: Computational linguistics -- inverse problems and emerging mathematical concepts Sana Arif Ansari and Masood Alam Chapter 24: Legendre wavelets method for solution of first kind Volterra problemsPooja, J. …”
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Simultaneous differential equations and multi-dimensional vibrations / by Campos, Luis Manuel Braga da Costa

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