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julialang

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Julia is a high-level dynamic programming language designed to address the needs of high-performance numerical analysis and computational science. It provides a sophisticated compiler, distributed parallel execution, numerical accuracy, and an extensive mathematical function library.

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Funkerfish
Funkerfish commented Jun 8, 2022

Hello again!

Now I try to calculate the Lyapunov spectrum in a two-parameter plane. But a warning comes when I choose some of the parameter regions:

Warning: Instability detected. Aborting

From what I googled, the warning comes because it returns a NAN in the trajectory. I am thinking if I can use the 'isnan' function to skip those parameter sets that cause the NAN and continue my

Datseris
Datseris commented Jul 3, 2022

I think our walk!(agent, rand, model) is an unintuitive function, with also less power than possible. When I think of a random walk, I would think that I provide a radius to a function, and the agent takes a step with distance as much as the radius, but random direction.

Our function doesn't allow for this. So, I propose that we implement a randomwalk! function with specification:

enhancement good first issue continuous rng
torrance
torrance commented Mar 30, 2022

I am unable to port my kernels to use KernelAbstraction.jl since CUDADevice is not defined after importing. eg.

using CUDA
using KernelAbstractions

CUDA.functional()
> true

device = CUDADevice()
> ERROR: UndefVarError: CUDADevice not defined

Note that CUDA works just fine. The versions I am currently using are: CUDA: 3.8.1 and KernelAbstractions: 0.8.0

documentation good first issue help wanted
HarrisonGrodin
HarrisonGrodin commented Aug 14, 2018

We should be able to attach names to rules, so that normalization steps (and error messages?) can be better understood by users. For example:

normalize(@term(diff(x + y, x)))
 - @term(diff(x,x) + diff(y,x)) by sum rule in differentiation
 - @term(one(x) + diff(y, x)) by linear rule of differentiation
 - @term(1 + diff(y, x)) by multiplicative identity of a number
 - @term(1 + zero(x)) 
feature good first issue

Created by Jeff Bezanson, Stefan Karpinski, Viral B. Shah, Alan Edelman

Released February 14, 2012

Organization
JuliaLang
Website
julialang.org
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