can some one help me on null space and column space?
only if you ask a question pertaining to it.
Did you have a question about these things?
i didnt undrstand its basics? its concepts. .
null space: http://mathworld.wolfram.com/NullSpace.html column space: http://mathworld.wolfram.com/ColumnSpace.html hope this helps
For a given matrix A.. The null space is the solution set to the equation \[A\vec{x} = \vec{0} \] The column space is the set of linearly independent columns in the matrix A.
but how do we knw the numbr of independent columns in a given matrix?
If you use row operations to put the matrix into its reduced form, the pivot columns will correspond to the independent columns of A.
ok thanks
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