"effectively approximate" is a phrase that can be used in written English
In this context, it essentially means to estimate or to approximate something in an accurate or effective manner. For example, you could say "The calculations we made effectively approximated the cost of the project."
Using backpropagation [25], one can effectively approximate a real, discrete or vector valued target functions [26].
In order to effectively approximate the LMS optimization, the forward search technique is utilized.
Therefore, ANN has been widely used in fault diagnosis because it can effectively approximate various mapping relations.
Based on our timed strategic game approach, the proposed scheme can effectively approximate the optimized VANET performance.
By applying the step-by-step bargaining process, the proposed scheme can effectively approximate the optimized VANET performance in an entirely distributed manner.
However, this method may over-smooth the exact solution, it cannot effectively approximate the original solution when the exact solution has some singularities.
Condition (13) implies that the spectrum of the PRS modulated Dirac comb can be effectively approximated as a Dirac delta.
The proposed inverse-forward adaptive scheme effectively approximates the forward map around the joint angle vector provided by a hint generator.
With the new SIMION version, we have developed a "hybrid" algorithm that lightens the computational load required for these simulations by calculating the total dynamical force by efficiently and effectively approximating two-body Coulomb interactions.
Though there are an articulated type leg and a tail such that the suggested one-legged hopping robot cannot be effectively approximated by the famous Spring Loaded Inverted Pendulum (SLIP) model system, the dynamics of the robot is considerably simplified since the novel design for the body.
In the later case, the evolution operator can be effectively approximated in a step-by-step manner: first divide the time integration interval in sufficiently short subintervals, and then successively solve a Schrödinger equation with a different time-independent Hamiltonian operator in each of these subintervals.
