"dedicated algorithm" is a correct and usable phrase in written English.
You can use it when referring to an algorithm that is specifically designed to perform a particular task or series of tasks. For example, "We have developed a dedicated algorithm to identify errors in our data sets."
Numerical simulations are carried out with a dedicated algorithm to simulate nucleation and propagation of cracks.
The required starting point is automatically calculated by a dedicated algorithm, which uses interval arithmetic.
Our experimental results on a number of benchmark problems demonstrate that propagating the multiset ordering constraint via a dedicated algorithm can be very beneficial.
In this paper we present a novel complete anemometric electronic system based on an array of hot wire sensors, provided by Telecontrolli SME, and a suitable heater feedback that achieves, thanks to a dedicated algorithm, a CMOS integrable portable solution showing a robust design, without moving parts and small dimensions.
The full system here proposed - easily integrable on a CMOS technology - is based on a hot wire anemometer, provided by Telecontrolli SME, and a suitable heater feedback that achieves, thanks to a dedicated algorithm, a novel portable solution with a robust design, without moving parts and small dimensions.
In the future, a dedicated algorithm to autonomous navigation will be implemented and thus the WLAN connection will be used to achieve only the system monitoring.
Parameters estimated for solving dynamical systems usually require certain time to converge and need to be smoothed by a dedicated algorithms.
Here, we study whether dedicated algorithms for stochastic models are indeed superior to the naive approach of applying the readily available least squares algorithm designed for deterministic models.
In the work described in this paper, dedicated algorithms are developed for exploiting SARin mode for enhancing the sea level mapping at coastal regions.
With the aim of elaborating a mobile application, accessible to anyone and with educational purposes, we present a method for tree species identification that relies on dedicated algorithms and explicit botany-inspired descriptors.
The types of yield criteria that can be treated by conic programming is discussed and it is shown that the three-dimensional Mohr Coulomb criterion can be cast as a set of conic constraints, thus facilitating efficient treatment by dedicated algorithms.
