Understanding Rightward Movement in Graphs and Matrices

In the context of a graph or a matrix, "rightward" refers to movement or orientation towards the right side.

For example, if you have a graph with nodes or vertices connected by edges, a path or trail that moves rightward would be one that proceeds from left to right, following the edges that point towards the right. Similarly, if you have a matrix with elements arranged in rows and columns, a vector or a direction that points rightward would be one that runs from left to right along the rows of the matrix.

In both cases, "rightward" is used to describe the direction or orientation of the path or vector, relative to some fixed reference point or axis.

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