If you can, answer the question below: Write your answer in the comment box. In the above case, if x is a vector in S, does cx belong to S? c is in R
Category: Matrix and Signal Processing
Oct 03
Give more rigorous mathematical notation of Linear Vector Space.
If you can, answer the question below: Write your answer in the comment box. Give more rigorous mathematical notation of Linear Vector Space.
Oct 03
What do you mean by the concept of vector space?
If you can, answer the question below: Write your answer in the comment box. What do you mean by the concept of vector space?
Oct 03
What are bases?
If you can, answer the question below: Write your answer in the comment box. What are bases?
Oct 03
What do you mean by Linear Vector Spaces?
If you can, answer the question below: Write your answer in the comment box. What do you mean by Linear Vector Spaces?
Oct 03
If S is a linear vector space, what are the properties of S?
If you can, answer the question below: Write your answer in the comment box. If S is a linear vector space, what are the properties of S?
Oct 03
What is the notation to represent a vector of real numbers or real-complex numbers?
If you can, answer the question below: Write your answer in the comment box. What is the notation to represent a vector of real numbers or real-complex numbers?
Oct 03
Upper case bold letter — matrix or scalar or vector?
If you can, answer the question below: Write your answer in the comment box. Upper case bold letter — matrix or scalar or vector?
Oct 03
Upper case non-bold letter — matrix or scalar or vector?
If you can, answer the question below: Write your answer in the comment box. Upper case non-bold letter — matrix or scalar or vector?
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?
If you can, answer the question below: Write your answer in the comment box. 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?
