The phrase "are collocated at a" is correct and usable in written English.
It can be used in contexts where you are discussing the arrangement or positioning of items or concepts in relation to a specific location or context.
Example: "The data points are collocated at a central location for analysis."
Alternatives: "are positioned at a" or "are located at a".
In this method the partial differential equation and initial and boundary conditions are collocated at an overdetermined set of points and the approximate solution is chosen to be the least-squares solution to this system of equations.
The profile also said he was involved in carrying out activities for the Taliban in 2000-2001 against US forces, during which time he "probably took explosives training at a camp in Afghanistan, and he may have been collocated at a safehouse in Yemen with operatives who plotted the USS Cole bombing," according to the profile.
This method is based on approximating the unknown functions by the Chebyshev interpolating polynomials in such a way that they are collocated at the Gauss-Lobatto points defined as follows: (3.8).
Equations (31) and (32) are collocated at ( M + 1 ) points.
Then better performance is achieved if all available antennas are collocated at the central base station.
1. Static Partitioning Static partitioning systems [8 11] are the systems where related data items are collocated at one partition.
Note that if multiple antenna elements are collocated at one RRU, then the corresponding large-scale channel gains are equal.
Moreover, this algorithm is developed to solve the two-dimensional time delay parabolic equations, in which the two spatial variables are collocated at ((N-1 times N-1 timesebyshev Gauss-Lobatto quadrature nodes.
Because the deeper KiK-net sensor and the Hi-net sensor are collocated at 150 m depth, and another KiK-net sensor is located at the surface directly above the borehole sensors, we can measure shallow (<150 m depth) and deep (>150 m depth) velocity changes separately.
Even on the most liberal assumptions (spacetime points and arbitrary regions thereof exist, some smallish infinity of entities may be collocated at any of these points or regions), the size of spacetime and the objects in it is a relatively low infinite cardinality (surely no more than ω even that is generous).
