Zygote.jl

GPTKB entity

Statements (76)
Predicate Object
gptkbp:instance_of gptkb:software
gptkbp:bfsLayer 5
gptkbp:bfsParent gptkb:Jeff_Bezanson
gptkb:Flux.jl
gptkbp:application data science
gptkbp:author gptkb:Chris_Rackauckas
gptkbp:community open source
gptkbp:dependency gptkb:Flux.jl
gptkbp:developed_by Julia Diff
gptkbp:example gptkb:microprocessor
gptkb:military_base
gptkb:robot
image processing
data visualization
deep learning
financial modeling
hyperparameter tuning
image recognition
natural language processing
statistical modeling
time series analysis
active learning
reinforcement learning
signal processing
speech recognition
supervised learning
unsupervised learning
feature selection
optimization problems
genetic algorithms
recommendation systems
transfer learning
multi-task learning
ensemble methods
scientific simulations
clustering algorithms
anomaly detection
dimensionality reduction
backpropagation
model validation
computational biology
meta-learning
sensitivity analysis
adversarial training
physics simulations
few-shot learning
semi-supervised learning
self-supervised learning
graph neural networks
zero-shot learning
federated learning
simulation optimization
gptkbp:features custom gradients
gptkbp:has_documentation available online
https://www.w3.org/2000/01/rdf-schema#label Zygote.jl
gptkbp:influenced_by gptkb:Graphics_Processing_Unit
gptkb:Py_Torch
gptkbp:installation via Julia package manager
gptkbp:integrates_with with scientific computing libraries
gptkbp:is_compatible_with gptkb:software_framework
gptkbp:is_maintained_by Julia Diff team
gptkbp:language gptkb:Julia
gptkbp:latest_version 0.6.30
gptkbp:license MIT License
gptkbp:performance high efficiency
gptkbp:platform cross-platform
gptkbp:provides automatic differentiation for any Julia function
gradient computation
gptkbp:release_date gptkb:2019
gptkbp:repository gptkb:archive
gptkbp:supports GPU computing
differentiable programming
gptkbp:tutorials available online
gptkbp:type automatic differentiation
gptkbp:uses Julia's type system
reverse mode differentiation