Dear Maurice,
> If I understand correctly, "plot 1 2 3" will
> 1. generate j902-user/temp/plot.pdf (default output type) and then
> 2. launch xdg-open (yes, a sh file) to display it.
>
> Does your xdg-open utility work in your linux environment with pdf?
thank you! This was what I needed to kno
On 2023-03-17 16:41, bill lam wrote:
Which frontend are you using? jconsole or jqt?
jconsole
on linux
On Fri, 17 Mar 2023 at 11:24 PM rsykora via Programming <
programm...@jsoftware.com> wrote:
Dear list,
I use j902. When I try:to use 'plot' I get:
load'plot
Dear list,
I use j902. When I try:to use 'plot' I get:
load'plot'
plot 1 2 3
sh: line 1: : command not found
Do you have any hint where I should look in
order to find what could be the problem?
Thanks!
Ruda
--
For inf
August 23, 2021 5:08 PM, "Raul Miller" wrote:
> You might try
> require'general/misc/format format/printf'
> a=:i.2 2 [ b=:6
> 'v1: %d\nv2: %s\nv3: %d\n' printf b;(flatten a);b
Thanks, I did not know 'flatten' before.
Ruda
--
F
> Can you also try turning off antivirus?
I do not run anything other than Windows 10 defender.
I turned even that off to no avail. No change.
Thanks
Ruda
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Dear Raul and Henry
thank you for your comprehensive list of ideas and explanation.
It helped.
Ruda
March 20, 2020 11:22 PM, "Raul Miller" wrote:
> There are several ways to accomplish what I think you're asking for:
>
> Algebraic simplification:
> g=:3 :0
> -y
> )
>
> Pass the intermediat
Dear list,
is there a concise way to calculate a cross product of 2 vectors
(in 3D, of course).
Thanks
Ruda
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February 6, 2020 11:00 PM, "Henry Rich" wrote:
> It's not so simple to describe. In fact, you haven't described it.
> Your example seems to have a rank-4 array times a rank-5 array producing
> a rank-7 array. Is this result the sum of rank-7 arrays created by
> multiplying rank-3 times rank
Henry Rich writes:
> It depends on what the '*' means in the definition of the product.
>> C_ijlmnop = sum_k A_ijkl * B_mknop
I really mean the usual multiplication (of numbers).
> Have a look at
>
> a =. i. 2 3 4 5
> b =. i. 2 4 3 5 6
> $ (2 |: a) +/ . * ((|:~ 1 -.~ i.@(#@$)) b)
> 2 3 5 2 3
Dear list,
having two multidimensional matrices A and B,
with some indices, say, A_ijkl and B_mknop,
how can I obtain a matrix C, where
C_ijlmnop = sum_k A_ijkl * B_mknop
ie., C has all indices of A and B but for the index k,
which was summed over.
Thanks for your suggestions.
Best regards
Rud
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