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The basic idea is that at high energies matter is better described by fields than by classical means.
Replacing with in (1.3), we obtain the following new results for three classical means.
where t > 0. Now, the four results in Section 1 are equivalent to the following ones for four classical means.
A recently developed recursive approximation theory is applied to solve the nonlinear optimal tracking control problem explicitly by classical means.
In order to introduce the generalized convexity, we first recall the definition of mean function and several classical means.
In the last section, we apply Theorems 1.1-1.4 1.1-1.4in some new resulto fobtainr clasomeal meanew
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For example, the convergence of mean square error has only been established for bounded functions, which has excluded (f(x) = x), meaning that this convergence result does not apply to the classical mean square estimation.
In the following theorem, we obtain analogues for the classical mean value theorem.
Classical mean-field theory is used to solve the BioFET structure.
The classical mean field approach for normal grain growth in polycrystalline materials is revisited.
It is a classical mean operator, and it is frequently used to majorize other important operators in harmonic analysis.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com