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In Figure 1, we illustrate the concept of approximating the cluster of points from a sample window Ω i.
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As the main modules, the inverse transform, inverse quantization, interpolation, motion compensation, and loop filter can be selected, which are the decoder's most frequently used modules among the parameters in Tables two and three in [5]. Figure 3 The concept of approximated complexity.
This has led to the introduction of the concept of approximate Nash equilibrium (ε-equilibrium).
Li et al. [11] proposed the concept of "approximate" reducts to speed up the searching process.
Zang and Li [13] discussed the concept of approximate controllability of fraction impulsive neutral stochastic differential equations with nonlocal conditions.
In Section 2, we recall some definitions of Caputo fractional derivatives, analytic resolvent, mild solutions to equation (1.1) and the concept of approximate controllability of fractional control systems.
Error-resilient applications such as image, audio and video processing adopt the concept of approximate computing to decorate delay, power and area metrics at the cost of accuracy.
The concept of approximate dynamic programming and adaptive critic neural network based optimal controller is extended in this study to include systems governed by partial differential equations.
As a solution, we propose a generalization of the temporal mining process, which implies a relaxation of the counting method including the concept of approximate temporal distance between events.
To reduce the effect of impulsive noise, whether this situation is stationary or not, the proposed adaptive robustified approach extends the concept of approximate maximum likelihood robust estimation, the so-called M robust estimation, to the estimation of both filter parameters and noise variance simultaneously.
It is well known that many control systems arising from realistic models can be described as partial fractional differential or integrodifferential inclusions (see [23, 26, 37 39] and references therein), so it is natural to extend the concept of approximate controllability to dynamical systems represented by fractional impulsive differential or integrodifferential inclusions.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com