What does the symbol $\leqq$ mean?
I am reading a paper on by Lehman on dependence, and here I find
“$\ldots$we compare the probability of any quadrant $X \leqq x$, $Y \leqq y$ under the distribution $F$ of $(X,Y)$ with the corresponding probability in the case of independence”.
Is $\leqq$ the same as $\leq$?
Best Answer
I would say that it is a symbol of less or equal "without contracting," which is the same as putting $\leq$