$|w| \leq w_c$ means?
Does it mean $-w_c\leq w \leq w_c$ or
$0\leq w \leq w_c$
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1Please clarify your specific problem or provide additional details to highlight exactly what you need. As it's currently written, it's hard to tell exactly what you're asking. – Community Aug 31 '21 at 11:13
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Is $w$ real or complex? Also, this doesn't seem to have anything to do with the tag modular-arithmetic (please read the tag description). – Hans Lundmark Aug 31 '21 at 11:14
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@Community I am not understanding what mod w<=$w_c$ means. – Team B.I Aug 31 '21 at 11:15
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@HansLundmark w is real here. – Team B.I Aug 31 '21 at 11:16
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And your strange notation on the left-hand side means $|w|$? – Hans Lundmark Aug 31 '21 at 11:16
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Ah yes @HansLundmark – Team B.I Aug 31 '21 at 11:19
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So if, say, $w=-2$ and $w_c=3$, would you say that $|-2|<3$ is true or false? – Hans Lundmark Aug 31 '21 at 11:24
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Without context, I think that the correct option is $\omega_c\leq\omega\leq\omega_c$. But, you should better explain the problem.
Matías Vera
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Well, that surely isn't the correct option! But if you correct the typo, it might be. :-) – Hans Lundmark Aug 31 '21 at 14:31