hi guys,
can anyone explain what linear variety in sets is. Explanation with examples would do.
Thanks in advance.
Are you talking about algebraic geometry? There, a linear variety is a variety $\displaystyle V$ that can be written as $\displaystyle V=\mathcal{Z}(f_1,\ldots ,f_n)$, each $\displaystyle f_i$ a linear polynomial.
If you're looking for something else, could you be a bit more specific?