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Show linear vector space using matrix-vector multiplication. y = AC = [a1 a2 a3…an] * [c1 c2 c3 …. cn]. [c1 c2 c3 …. cn] is in column form
Oct 03
Define/describe Linear vector space in terms of the vectors [a_1, a_2, …., a_n]
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Define/describe Linear vector space in terms of the vectors [a_1, a_2, …., a_n]
Oct 03
Give more rigorous mathematical notation of Linear Vector Space.
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Give more rigorous mathematical notation of Linear Vector Space.
Oct 03
In the above case, if x is a vector in S, does cx belong to S? c is in R
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In the above case, if x is a vector in S, does cx belong to S? c is in R
Oct 03
In the above case, if x and y are vectors in S, Does x + y belong to S?
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In the above case, if x and y are vectors in S, Does x + y belong to S?
Oct 03
If S is a linear vector space, what are the properties of S?
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If S is a linear vector space, what are the properties of S?
Oct 03
What do you mean by Linear Vector Spaces?
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What do you mean by Linear Vector Spaces?
Oct 03
What are bases?
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What are bases?
Oct 03
What do you mean by the concept of vector space?
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What do you mean by the concept of vector space?
Oct 03
Is a vector usually a column vector? what is the ith column in a Matrix A? $a_i$ what does it mean? $a_j^T$ what does it mean? How is the $j^th$ element represented?
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Is a vector usually a column vector? what is the ith column in a Matrix A? $a_i$ what does it mean? $a_j^T$ what does it mean? How is the $j^th$ element represented?
