I have found that tools::texi2pf() ignores changes to the *.bib file
unless the *.bbl file is removed prior to re-running tools::texi2pdf().
I have constructed a minimal reproducible example which is contained
in the attached file "mreprex.txt".
This *.txt file should be split into two files, mre
Hello,
Yes, it's FAQ 7.31 but it's not uniroot's fault.
The proper way of checking the result would be to call the function fun,
not to take the digits output by the print method and compute the
function's expression with them.
rui@rui:~$ R -q -f rhelp.R
fun <- function(x) {x^x -23}
# Clea
Yes. This kind of issue is covered in any decent undergraduate course in
numerical methods... it is not specific to R. It is also related to FAQ 7.31.
https://en.m.wikipedia.org/wiki/Root-finding_algorithms
https://en.m.wikipedia.org/wiki/Floating-point_arithmetic#Representable_numbers,_conversi
Colleagues,
I've been using uniroot to identify a root of an equation.
As a check, I always verify that calculated root.
This is where I need some help.
Consider the following script
fun <- function(x) {x^x -23}
# Clearly the root lies somewhere between 2.75 and 3.00
uniroot(fun, lower = 2.7
Hi Nick,
If you are using adf.test() from tseries, then the reason is the
linear trend incorporated into the regression. From the help: "The
general regression equation which incorporates a constant and a linear
trend is used and the t-statistic for a first order autoregressive
coefficient equals
Hi,
It all depends on the R skill level of your audience. If they are also
programmers, show them your Github page and a list of the packages you
made would be great. If they do not have any R experience, do some
work on R shiny, tell them you can do all kinds of magic things with
the data, and vi
One approach would be to put some (non-confidential) projects on a site such as
GitHub so that people can examine your work.
Sent from my iPhone
> On 27 Aug 2021, at 9:18, akshay kulkarni wrote:
>
> dear members,
>I am a stock trader and a data science freelancer.
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