## Tags » Fstab

#### If $g$ is a function of the random variable $X$, is it true that $H(X) = H(X) + H(g(X)\mid X)$?

I think my homework about entropy is formulated incorrectly.

The question is the following:

let $X$ be a discrete random variable. Show that the entropy of a function $g$ of $X$ is less than or equal to the entropy of $X$ by justifying the following steps:

125 more words

#### If $g$ is a function of the random variable $X$, is it true that $H(X) = H(X) + H(g(X)\mid X)$?

I think my homework about entropy is formulated incorrectly.

The question is the following:

let $X$ be a discrete random variable. Show that the entropy of a function $g$ of $X$ is less than or equal to the entropy of $X$ by justifying the following steps:

125 more words

#### If $g$ is a function of the random variable $X$, is it true that $H(X) = H(X) + H(g(X)\mid X)$?

I think my homework about entropy is formulated incorrectly.

The question is the following:

let $X$ be a discrete random variable. Show that the entropy of a function $g$ of $X$ is less than or equal to the entropy of $X$ by justifying the following steps:

125 more words

#### If $g$ is a function of the random variable $X$, is it true that $H(X) = H(X) + H(g(X)|X)$?

I think my homework about entropy is formulated incorrectly.

The question is the following:

let $X$ be a discrete random variable. Show that the entropy of a function $g$ of $X$ is less than or equal to the entropy of $X$ by justifying the following steps:

107 more words

#### Fun problem. Apparently $\prod_i(1-p_i) \geq 1 - \sum_ip_i$ with $p_i \in [0,1]$ is always true. But how to demonstrate it?

so, I want to demonstrate the validity of the following inequality:

$$\prod_i(1-p_i) \geq 1 – \sum_ip_i$$

with $p_i \in$, it is always true, which it seems to be always the case if you test it with some random numbers. 203 more words

#### How to Auto Mount Netgear ReadyShare in Linux

How to Auto Mount Netgear ReadyShare in Linux

I have a Netgear N900 WNDR3700v3 Wirless Dual Band Router, with ReadyShare. I have a USB External Hard drive attached to the router (ReadyShare) and wanted to have the USB Drive attached to the router Auto mount the drive at bootup. 316 more words

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