#autodiff — Public Fediverse posts
Live and recent posts from across the Fediverse tagged #autodiff, aggregated by home.social.
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Geomatic – a command-driven geometry studio enabled with autodiff
https://www.tinyvolt.com/geomatic
#HackerNews #Geomatic #autodiff #geometry #studio #commandline #tools
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Geomatic – a command-driven geometry studio enabled with autodiff
https://www.tinyvolt.com/geomatic
#HackerNews #Geomatic #autodiff #geometry #studio #commandline #tools
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Geomatic – a command-driven geometry studio enabled with autodiff
https://www.tinyvolt.com/geomatic
#HackerNews #Geomatic #autodiff #geometry #studio #commandline #tools
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Geomatic – a command-driven geometry studio enabled with autodiff
https://www.tinyvolt.com/geomatic
#HackerNews #Geomatic #autodiff #geometry #studio #commandline #tools
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Geomatic – a command-driven geometry studio enabled with autodiff
https://www.tinyvolt.com/geomatic
#HackerNews #Geomatic #autodiff #geometry #studio #commandline #tools
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Source-to-source #autodiff for #APL: https://github.com/BobMcDear/ada
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package :https://www.kernel-operations.io/rkeops/ useR! video: www.youtube.com/watch?v=5DDd... #rstats #kernels #gpu #autodiff
Kernel Operations on GPU or CP... -
The worst part about having a permanent position is that you see all these interesting other jobs popping up yet can't apply - this one in #autodiff: https://jobs.inria.fr/public/classic/en/offres/2024-07696
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I tried using analytical normal vector calculation on a fractal. It turns out that even without any antialiasing, the image becomes much less noisy.
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Got control flow working, now I can use the fractals from the distance estimator compendium:
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Using the gradient length of the signed distance field, we can see where the function is non-euclidean.
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Beyond Backpropagation - Higher Order, Forward and Reverse-mode Automatic Differentiation for Tensorken
https://open.substack.com/pub/getcode/p/beyond-backpropagation-higher-order -
Recently I've gotten really excited about #Enzyme as the future of #autodiff in #JuliaLang, in particular because it supports more language features than #Zygote (e.g. mutation, fast control flow, and preserving structural sparsity). I've started getting acquainted with its rules system, and I have some first impressions by comparison to #ChainRules. 🧵
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On Thursday I'll be at #NeurIPS2022 presenting a paper on our new system for #autodiff of implicit functions. A 🧵on the paper (https://arxiv.org/abs/2105.15183)
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What happens when you use #autodiff and let your nonsmooth iterative algorithm goes to convergence?
With J. Bolte & E. Pauwels, we show that under a contraction assumption, the derivatives of the algorithm converge linearly!
Preprint: https://arxiv.org/abs/2206.00457I will present this work this week at #NEURIPS2022
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Next week I'll be at #NeurIPS2022 presenting a couple of papers. The first one is on #autodiff through #optimization (aka #unrolling) and its bizarre convergence properties. A 🧵 on the paper (https://arxiv.org/pdf/2209.13271.pdf) (1/9)
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Another #JuliaLang #autodiff banger
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Technical Q. Anyone know how to do recursive binary checkpointing ("treeverse") over a number of steps that isn't determined until runtime? E.g. for an adaptive ODE solver.
Classically, the number of steps is assumed to be known in advance, I think.
#autodiff
#machinelearning
#honestly_I_have_no_idea_what_hashtag_to_use_for_obscure_technical_questions -
CW: Introduction
I just migrated to bayes.club, so here is another (and hopefully the last for a while) introduction
I'm a #MachineLearning engineer with a focus on probabilistic programming at @unituebingen where I help scientists use ML for their research. In the office and out, one of my main passions is #FOSS, and I work on a number of #OpenSource packages, mostly in #JuliaLang :julia: with a focus on #ProbProg, #manifolds, and #AutoDiff.
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With the core techniques for deriving #AutoDiff rules in that page, we can work out rules for complex functions like matrix factorizations. See for example this blog post on deriving rules for the LU decomposition: https://sethaxen.com/blog/2021/02/differentiating-the-lu-decomposition/
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In my opinion*, this page from the ChainRules docs is the best intro to working out automatic differentiation rules: https://juliadiff.org/ChainRulesCore.jl/stable/maths/arrays.html
* disclaimer: I wrote it with lots of community input
#AutoDiff #JuliaLang #calculus #gradient -
I just migrated from @[email protected] to this new account at fosstodon.org, so time for a reintroduction!
I'm a #MachineLearning engineer with a focus on probabilistic programming (#probprog) at @unituebingen, where I help scientists use ML for their research. In the office and out, one of my main passions is #FOSS, and I work on a number of #opensource packages, mostly in #JuliaLang :julia: with a focus on #probprog, #manifolds, and #autodiff.
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@johnryan Yeah I do #probprog in #JuliaLang, and it's great that we can use arbitrary Julia code within our models. This is because most of the language is differentiable with #autodiff and code is composable, which is not the case for most PPLs.
For #deeplearning research, Julia could come in handy for writing and transforming custom kernels without fussing with CUDA, as some posts in that thread note, but I have no experience with this.
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Hello fediverse!
I'm a #machinelearning engineer with a focus on probabilistic programming (#probprog) at @unituebingen, where I help scientists use ML for their research. In the office and out, one of my main passions is #FOSS, and I work on a number of #opensource packages, mostly in #JuliaLang, with a focus on #probprog, #manifolds, and #autodiff.
I have no idea what this account will be about, but probably some combination of the above topics. 👋