drainagesystem 2026-4-20:19:7:15
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The inner product is a operation that takes in two [[Vectors]] and outputs a number
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where the inner product can be defined like this: $⟨𝐱, 𝐲⟩ =∑^𝑛_{𝑖=1}𝑥_𝑖𝑦_𝑖$
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inner products have the unique property that if two vectors are orthogonal from each other that their inner product is 0.
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inner products have the unique property that if two vectors are orthogonal from each other that their inner product is 0.
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(This process is also know as a dot product)
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