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It also allows the static nonlinearity of the Wiener model to be a polynomial of arbitrary degree.
The free vibration characteristics of rotating beams are analyzed by means of a finite element method of hierarchical form, in which the displacement function for the element is taken to be a polynomial of variable degree.
Let p ( z ) be a polynomial of degree n.
Let P ≢ 0 be a polynomial of degree n.
Theorem A. Let be a polynomial of degree at least and a transcendental entire function.
Let ({f in mathbb{K}[z]}) be a polynomial of degree ({n ge2}).
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Descartes concluded that a geometric or nonmechanical curve was one whose equation f x, y) = 0 was a polynomial of finite degree in two variables.
Descartes concluded that a geometric or nonmechanical curve was one whose equation f x, y) = 0 was a polynomial of finite degree in two variables.
In La Géométrie Descartes had presented a method that could in principle be applied to any algebraic or "geometric" curve i.e., any curve whose equation was a polynomial of finite degree in two variables.
This allows for more general results than the classical Landau theory (understood in the sense that the energy is a polynomial of invariant polynomials).
An inhomogeneous refractive index profile which is a polynomial of 5th order was considered to design the high and low wave pass dichroic coating on zinc selenide substrate.
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