I understand what eigen-vectors are, I would like to get an intuition or know what is the geometric interpretation when we talk about an eigen-basis?
Luke
Shouldn’t the definition of basis vectors be like “a minimal set of vectors which span a given space”? As we saw in class that options A, C and E span the 2D plane but only options A and C were considered to be the basis as they form a minimal set....
I understand what eigen-vectors are, I would like to get an intuition or know what is the geometric interpretation when we talk about an eigen-basis?
Shouldn’t the definition of basis vectors be like “a minimal set of vectors which span a given space”? As we saw in class that options A, C and E span the 2D plane but only options A and C were considered to be the basis as they form a minimal set....