Is this just a direct consequence of the Maximum-Modulus Theorem?
31522
Proving $f$ has at least one zero inside unit disk
96458
Does $X_n \overset{L^2}{\rightarrow} X$ imply $X_n^2 \overset{L^1}{\rightarrow} X^2$?
8617
How do you prove ${n \choose k}$ is maximum when $k$ is $ \lceil \tfrac n2 \rceil$ or $ \lfloor \tfrac n2\rfloor $?
145466
Is this a valid mathematical proof?
143374
Elegant proof that maximum of sums is, at most, sum of maximums
93076
When $\min \max = \max \min$?
19658
$\max_{t\in[0,T]}|x(t)|^2 \le |x(0)|^2e^{\int_0^T|y|^2\,\mathrm ds}.$ using gronwall's lemma?
74245
Characterizing non-constant entire functions with modulus $1$ on the unit circle
157733
Are positive real numbers $x,y$ allowed to be taken out during this proof?
24478
What is the name of this theorem, and are there any caveats?
152782
Why does finding the $x$ that maximizes $\ln(f(x))$ is the same as finding the $x$ that maximizes $f(x)$?
75882
Countability of local maxima on continuous real-valued functions
78869
On the justification of the result of a limit utilizing little-o. (quick question)
105768
Proof involving absolute value and maximums
130722
Can you prove this property?
3273
Trouble in proving that $\|x\|_p = \max|x_j|$
114844
Global maxima/minima of $f(x,y,z) = x+y+z$ in $A$