Co-occurring keywords · papers mentioning both
Papers
Improving Black-box Adversarial Attacks with a Transfer-based Prior
NeurIPS 2019
Learning Low-precision Neural Networks without Straight-Through Estimator (STE)
IJCAI 2019
Parsimonious Black-Box Adversarial Attacks via Efficient Combinatorial Optimization
ICML 2019
Sampled Softmax with Random Fourier Features
NeurIPS 2019
Subspace Attack: Exploiting Promising Subspaces for Query-Efficient Black-box Attacks
NeurIPS 2019
Taming MAML: Efficient unbiased meta-reinforcement learning
ICML 2019
Towards closing the gap between the theory and practice of SVRG
NeurIPS 2019
Variance reduction properties of the reparameterization trick
AISTATS 2019
A Spectral Approach to Gradient Estimation for Implicit Distributions
ICML 2018
Backpropagating through Structured Argmax using a SPIGOT
ACL 2018
Backpropagation through the Void: Optimizing control variates for black-box gradient estimation
ICLR 2018
DiCE: The Infinitely Differentiable Monte Carlo Estimator
ICML 2018
Gradient Estimation with Simultaneous Perturbation and Compressive Sensing
JMLR 2018
Learning in Integer Latent Variable Models with Nested Automatic Differentiation
ICML 2018
PIPPS: Flexible Model-Based Policy Search Robust to the Curse of Chaos
ICML 2018
Structured Evolution with Compact Architectures for Scalable Policy Optimization
ICML 2018
Adaptive Batch Size for Safe Policy Gradients
NeurIPS 2017
End-to-End Differentiable Adversarial Imitation Learning
ICML 2017
Less than a Single Pass: Stochastically Controlled Stochastic Gradient
AISTATS 2017
Reparameterization Gradients through Acceptance-Rejection Sampling Algorithms
AISTATS 2017
Understanding Synthetic Gradients and Decoupled Neural Interfaces
ICML 2017
ERRATA: On the Estimation of the Gradient Lines of a Density and the Consistency of the Mean-Shift Algorithm
JMLR 2016
On the Estimation of the Gradient Lines of a Density and the Consistency of the Mean-Shift Algorithm
JMLR 2016
Gradient Estimation Using Stochastic Computation Graphs
NeurIPS 2015
Sufficient Dimension Reduction via Direct Estimation of the Gradients of Logarithmic Conditional Densities
ACML 2015