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Raggamuffin (2009)
[Exclusive] Opera Mini Mod 44.1.2254.143214 : Ad-Free + Xtreme Mod By RB Free Download.Q:
Clarity with bit strings and logical operators
I'm a bit confused about the following.
Given $p \in \{0,1\}^n$. Say there exists $k \in \{0, 1,..., n\}$ such that $p[k] = 1$.
Should it be said that $k$ is the "1st bit" of $p$?
On the other hand, given
$|p| = |c| + |(p - c)|$
where $c$ is the "1st bit" of the complex $p$.
Should it be said that $|p|$ is the "1st bit" of the complex $p$ or $c$?
It seems to me $c$ is just a 1-bit number. Does the | operation denote the "conjunction" of two numbers?
Thank you
A:
It is fine to refer to $k$ as the $1$st bit of $p$. When we talk about the $1$st bit of a complex number $c = x + i y$, we would ordinarily just refer to $x$ or $y$.
An approach 0b46394aab
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