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> A vector is an array of data expanding in one dimension.

Matrices can be vectors. So can continuous functions.

Its all very strange :)



Yeah, the term matrices also includes vectors. This article was more focus on vectors so that's how I defined it.

In the next article about Matrices[1] and the article before this one [2] I have included this.

[1] https://github.com/bovem/bovem.github.io/pull/67 [2] https://www.avni.sh/posts/linear-algebra/tensors/#matrix-ran...


Well written.

Since it was filed under Linear Algebra, i took it in the strict sense i.e. a vector is an element of a vector space. Now i see that it is more CS focused.




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