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The most important mathematical tool in the analysis of continuous signals is Fourier analysis, which can be used to model a signal as a sum of simpler sine waves.
Hamilton's extremum principle is a powerful mathematical tool in classical mechanics.
The boundary elements method is used as a mathematical tool in conjunction with the proposed algorithms.
The influence coefficients are a useful mathematical tool in design optimization problems.
Fractional order calculus is a powerful emerging mathematical tool in science and engineering.
The fractal modeling, as a strong mathematical tool in studying the power-law feature, has not been applied widely.
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The society was founded in 1991 and is a nonprofit organisation that promotes theoretical approaches and mathematical tools in the life sciences in a European and wider context.
The Laplace transform technique and Fourier cosine and sine transforms have been used as mathematical tools in this order.
Explorations give students the opportunity to appreciate applications of mathematical tools in real-life situations (Remillard & Bryans 2004).
This paper presents the mathematical tools in which the formulation of Spectral Stochastic Finite Element Method is based.
For this purpose they are utilizing different mathematical tools in their models, one of them is the use of fractional order derivatives.
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