# Une Femme Douce

less info
reputation
21354
bio website location age member for 2 years, 9 months seen 1 hour ago profile views 4,192

# 398 Revisions

 12h revised some statements on sum of two subsets of plane. open, closed etc . edited body 13h revised If $f: \mathbb{R} \to \mathbb{R}$ is continuous then $\{ x \in \mathbb{R} \mid f(x) > 0\}$ is an open subset of $\mathbb{R}$ added 82 characters in body Nov20 revised Finding class of analytic function which are constant on cicrcles deleted 39 characters in body Nov20 revised Finding class of analytic function which are constant on cicrcles added 48 characters in body Oct13 revised $\|a\|\le 1\Leftrightarrow -I\le a\le I$, where $a$ is a hermitian matrix added 7 characters in body Oct13 revised $\|a\|\le 1\Leftrightarrow -I\le a\le I$, where $a$ is a hermitian matrix added 8 characters in body Oct7 revised Show that $[0,1] \cap \mathbb{Q}$ is not compact in $[0,1]$ added 12 characters in body Aug21 revised On $f:A\to\mathbb{R}^2, f(x,y)=({x\over 1+x+y},{y\over 1+x+y})$ added 1 character in body May9 revised Proving functions are uniformly continuous help! added 26 characters in body Feb9 revised Is $\sqrt{x}(\sin{1\over x}+x)$ uniformly continuous on $(0,\infty)$? added 207 characters in body Feb5 revised we need to show $Ar(\Delta APD)=Ar(ABCD)$ added 2 characters in body Jan26 revised trace , determinant and which of the following are true(NBHM-$2014$) added 35 characters in body Jan26 revised trace , determinant and which of the following are true(NBHM-$2014$) added 35 characters in body Jan26 revised Which of the following subsets of $M_n(\mathbb{R})$ are compact (NBHM) added 271 characters in body Jan26 revised Which of the following subsets of $M_n(\mathbb{R})$ are compact (NBHM) added 271 characters in body Jan26 revised trace , determinant and which of the following are true(NBHM-$2014$) added 145 characters in body Jan24 revised Example of Singularities in Complex Analysis added 33 characters in body Jan22 revised How to evaluate the following summation limit? added 1 characters in body Jan17 revised How many Homomorphisms can be between $Z_6$ to $Z_{18}$? added 66 characters in body Jan6 revised $f_n:[1,2]\to [0,1]\ni f_n(x)=(2-x)^n,\lim f_n=f$ Then which of the following is true? edited title