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One common method of approximation is known as interpolation.
A different approximation is known as the common amplitude modulation (CAM) [22], which assumes that the amplitude envelopes of different harmonics from the same source tend to be similar.
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In this approximation, which is known as the linear combination of atomic orbitals (LCAO) approximation, each MO is constructed from a superposition of atomic orbitals belonging to the atoms in the molecule.
The case (17) leads to the so called Boussinesq approximation, the case (18) is known as the small Mach number limit.
The circle of phenomena associated with imperfect polynomial approximations of nonsmooth functions is known as Gibbs phenomena.
The gradual change in behaviour in approximation of the desired result is known as "shaping".
The following scheme is known as the viscosity approximation method or Moudafi's viscosity approximation method: begin{aligned}& x_{1}in E quad text{arbitrarily chosen}, & x_{n+1}=alpha_{n} f(x_{n})+ 1-alpha _{n})t(x_{n}),quad ninmathbb{N}, end{aligned} (1) where (f : Eto E) is a contraction and ({alpha_{n}}) is a sequence in ((0, 1)).
Afterwards, the paper describes the experimental setup and discusses the experimental results centered mainly on the basic UAV׳s behavior of landmark approximation maneuver, which in topological navigation is known as the beaconing or homing problem.
The gamma function can be used to create a simple approximation to \scriptstyle n! for large \scriptstyle n: \scriptstyle n! \sim \sqrt{2 \pi n} \left(\frac{n}{e}\right)^n which is known as Stirling's approximation.
Classical diffusion is known as a good approximation of transport only in scattering media.
This is known as successive convex approximation (SCA) whose goal is to refine the solution found for the relaxed problem in order to close the gap between the approximated and the optimum resource allocation.
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