https://cis.temple.edu/~pwang/AGI-Intro.html
Since each interpretation of "AGI" (except the naive one) has its own theoretical and practical values, they cannot replace each other, though can be compared and combined in certain situations.
https://upskill.temple.edu/business-analytics
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https://cis.temple.edu/~latecki/Courses/AI-Fall12/Lectures/GreatMatrixIntro.pdf
Another way to compare vectors, illustrated in Figure 15.1, is to consider theprojectionof one vector on another. For any twondimensional vectors, the projection of x on y generates a vector defined by Proj(xony)= xTy yTy y= xTy jjyjj2