What is a Non-Linear Coordinate system?

Non-linear coordinates can alter the appearance of geometric shapes, which differs from the behavior of linear coordinates. Non-linear coordinate systems can distort shapes. For example, in polar coordinates, a rectangle can turn into an arc. In map projections, the shortest path between two points might not be a straight line.

Non-Linear Coordinate system in ggplot2?

When we make graphs, we usually use straight lines and grids to show data points. This is called a “linear coordinate system.” But sometimes, using a different system called “non-linear coordinates” can help us understand the data better.

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What is a Non-Linear Coordinate system?

Non-linear coordinates can alter the appearance of geometric shapes, which differs from the behavior of linear coordinates. Non-linear coordinate systems can distort shapes. For example, in polar coordinates, a rectangle can turn into an arc. In map projections, the shortest path between two points might not be a straight line....

Non-Linear Coordinate system in ggplot2

Now, we’ll learn about non-linear coordinates and how they’re used in ggplot2, a tool in R Programming Language for making graphs. With examples and clear explanations, we’ll see how non-linear transformations in ggplot2 can make our graphs more insightful and easier to understand....