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In other words, the real world does not care about our coordinate systems.
It is used to show numbers in a different coordinate system.
One of the most significant differences was the coordinate system.
In this case, it is sometimes called a local coordinate system.
In the general case, however, one must take into account the change of the coordinate system.
A point cloud is a set of data points in some coordinate system.
The coordinate system could also be set by the user.
The most popular coordinate systems are the number line and the angle.
In 1958, the coordinate system of the maps is changed.
In such coordinate systems, the speed of light is a constant.
Such a coordinate system always makes a good impression in any text.
Events are specified by four real numbers in any such coordinate system.
If all these hold, then the coordinate systems are said to be in standard configuration.
This clearly relates the two coordinates systems to each other.
The Greek work, however, did not extend to a full coordinate system.
Yet both seem to be referring to the same great circle in different coordinate systems.
The same equation can be used with any astronomical coordinate system.
Together, they form a complete coordinate system, giving us both the location and time of an event.
Each coordinate system is named for its choice of fundamental plane.
This information is needed in order to accurately transform data from one coordinate system to another.
Before about 1984, coordinate systems dated to 1950 or 1900 were commonly used.
What if the state or provincial government has standardized on a different coordinate system?
The following table lists the common coordinate systems in use by the astronomical community.
In order to tackle the present problem we should change to a coordinate system moving with the magnetic field.
There may also be discrepancies between coordinate systems used by different sources.