Results for query "no attribute pos"

Perl does assigning to pos trigger a copy?

# got: '0'
# expected: '1'
# Looks like you failed 2 tests of 7.sub consume {
my ($str_ref, $pat, $pos) = @_;
pos($$str_ref) = $pos;
my $out = undef;
if ($$str_ref =~ $pat) {
$out = substr $$str_ref, $-[0], ($+[0] - $-[0]);
pos($$str_ref) = $+[0];
} else {
pos($$str_ref) = $pos;
return $out;

So, what's going on here?

Odoo POS create invoice after POS session is closed

Anybody knows why it's not possible to generate an invoice after that the POS session is closed an the POS orders are booked?And how to fix this

It does not need be fixed, because it is not a bug, when you close the session you post the entries and reconcile payments, and I see that for security reasons too, you don't want some user invoiced a yesterday pos order, he could use the invoice for money laundering(I exaggerated the event).

hot to remove some part of Hover Text in plotly

In Default option in plotly's hover text I have 3 lines of text, I want to remove two and leave just one line where it says 'count' + 'number of observations'

This line doesn't do anything

mode = 'text', text = ~Count,

I still have 3 lines of text
thanks for any help

p1 <- ggplot(cancer0,
mode = 'text', text = ~Count,
aes(x = cancer10[,1],
fill = cancer10[,2])) + geom_bar(position = input$pos) +
xlab("Factor") + ylab("Count") + theme_bw()

ggplotly(p1) %>% config(displayModeBar = F)

Here is a screenshot of the output:

After converting your ggplot to a plotly graph you can still change its values before displaying it.In this case you could change the text attribute.

Tokenizing and POS tagging in Python from CSV file

I am a newbie in Python and would like to do POS tagging after importing csv file from my local machine.---------------------------------------------------------------

In the end, I would like to save the desirable pos tagging results that I displayed above after importing the csv file.

The properties of Pos

Given $n\in\mathbb{N}$, and $f:\mathbb{N}^*\rightarrow \mathbb{N}$, let define $Pos$ as:

$$Pos(f)(n)= |\{x \leq n, f(x)=f(n)\}|$$

When given $n\in\mathbb{N}$, this function gives the 'position' of $n$ in the list of the elements of $f^{-1}(f(n))$.Therefore, $f$ injective $\Leftrightarrow Pos(f)=1_{\mathbb{N}}$,

and $f$ constant $\Leftrightarrow Pos(f)=Id$

One can show that $Pos(Pos(Pos(f))=Pos(f)$ for all $f\in\mathcal{F}(\mathbb{N}^*,\mathbb{N})$, and hence that $Pos\circ Pos$ is the identity on $Pos(\mathcal{F}(\mathbb{N}^*,\mathbb{N}))$

We obviously can define $Pos$ on smaller spaces, such as $\mathcal{F}([1,n],\mathbb{N})$.