polygen | genetic algorithm for approximating an image with polygons | Machine Learning library
kandi X-RAY | polygen Summary
kandi X-RAY | polygen Summary
You can generate a fairly good approximation with surprisingly few polygons. Here's a sample that has only 50 polygons (~380K generations):.
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QUESTION
We have created a lot of NuGet packages. One of them is a tool, and it contains a special compiler and it is installed like a dotnet tool
. The name of the command is "PolyGen".
We used a similar mechanism to what Grpc.Tools
uses, that means we have defined .targets file inside our NugetPackage. And it works well.
But when I update my PolyGen, afterwards I have to update the dotnet tool manually with dotnet tool update
command.
But I see when the Grpc.Tools
is updated, the dotnet tool update is automatically executed. And the Package Manager console wrote the following message:
ANSWER
Answered 2020-Mar-16 at 13:25You can use init.ps1
powershell script to accomplish this task. This script executing every time after package installed on targeted machines.
Just create file init.ps1
in tools/
folder of your package definition with this content:
QUESTION
Suppose I have the polynomial f(x) = x^n + x + a
. I set a value for n
, and want 0 <= a <= A
, where A
is some other value I set. This means I will have a total of A
different polynomials, since a
can be any value between 0
and A
.
Using Sage, I'm finding the number of these A polynomials that are reducible. For example, suppose I set n=5
and A=10^7
. That would tell me how many of these 10^7
polynomials of degree 5 are reducible. I've done this using a loop, which works for low values of A
. But for the large values I need (ie. A=10^7
), it's taking an extremely long & impractical amount of time. The code is below. Could someone please help me meaningfully optimize this?
ANSWER
Answered 2019-Dec-23 at 17:48One small, but in this case pretty meaningless optimization is to replace range(A)
with xrange(A)
. The former will create an array of all integers from 0
to A - 1
which is a waste of time and space. xrange(A)
will just produce integers one by one and discard them when you're done. Sage 9.0 will be base on Python 3 by default where range
is equivalent to xrange
.
Let's do a little experiment though. Another small optimization will be to pre-define the part of your polynomial that's constant in each loop:
QUESTION
I am have a problem when trying to solve an equation using sympy
.
Some of the variables have specific values assigned.
I am trying to solve the equation for b
,c
and d
.
This is my attempt:
ANSWER
Answered 2018-Jun-29 at 23:43Something is wrong with your -
character. It's not a regular character for some reason and python isn't recognizing it. I replaced all your minus signs with hyphens on my machine and it works:
QUESTION
I'm trying to use a File EntityStore and I'm having an exception at activation because of slices being zero.
I assume it's an issue with configuration but I expected the default value to be 1.
I narrowed down to this assembly:
...ANSWER
Answered 2018-Jan-23 at 23:54Adding FileConfigurationAssembler
gave me the false impression that my config was done.
I struggled to find a working example of an assembly using a FileEntityStoreAssembler so here's one:
QUESTION
I've written a function that calculates a value of x, of a polynomial made from a list of reals.
...ANSWER
Answered 2017-Jan-25 at 00:02If I understand your question correctly, then you don't need to define anything else at all. With the function poly
that you have you can already do
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