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Accelerating the DC algorithm for smooth functions, Mathematical Programming 169 1, 95-118 (2019).
– Mixed Optimization for Smooth Functions by Mehrdad Mahdavi, Lijun Zhang and Rong Jin.
Here, we follow Harold Widom's seminal ideas, who proved such formulas for smooth functions decades ago.
Here we present an adaptive time step memory method for smooth functions applied to the Grünwald Letnikov fractional diffusion derivative.
For structured meshes, these techniques can achieve high order accuracy for smooth functions while being non-oscillatory near discontinuities.
We prove that the splines yield nearly optimal approximation order while simultaneously its piecewise derivatives provide optimal approximation of the derivatives for smooth functions.
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Detection of exact fault quantity and its location is necessary for smooth functioning of a plant or industry and safety of the environment.
Therefore, a rural wireless communication architecture must provide some minimum level of quality of service assurance for smooth functioning of real-time applications.
The operation and maintenance (O&M) phase of a building deals with management and maintenance of assets in the building for smooth functioning.
The repair rate of the failed operating machines and spare machines should be kept higher for smooth functioning of the system.
It is said that the vector state X is observable algebraically, if it is expressed uniquely by X=phibigl(Y,Y^{(1)},ldots,Y^{(i }bigr), (30) for integer j and for smooth function ϕ. [33].
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