×
Apr 9, 2019 · Abstract page for arXiv paper 1904.04789: Approximation in $L^p(μ)$ with deep ReLU neural networks.
The expressive power of neural networks which use the non-smooth ReLU activation function ϱ(x) = max{0, x} by analyzing the approximation theoretic ...
These results fall into two categories: The first considers approximation in Lp using ReLU networks of fixed depth, while the second considers uniform ...
Namely, in function approximation, under certain conditions, single-hidden-layer neural networks which called shallow neural networks can approximate well ...
Missing: Lp( | Show results with:Lp(
Abstract. We discuss the expressive power of neural networks which use the non-smooth ReLU activation function ϱ ...
Missing: Lp( | Show results with:Lp(
Apr 9, 2019 · It is shown that the results concerning networks with fixed depth can be generalized to approximation in L^p(\mu)$, for any finite Borel ...
In this work, we solve this problem for the class of deep ReLU neural networks (Nair and Hinton, 2010) when approximating functions lying in a Sobolev or Besov ...
We investigate non-adaptive methods of deep ReLU neural network approximation in Bochner spaces L 2 ( U ∞ , X , μ ) of functions on U ∞ taking values in a ...
Missing: Lp( | Show results with:Lp(
This article is concerned with the approximation and expressive powers of deep neural net- works. This is an active research area currently producing many ...
People also ask
Jan 25, 2021 · We propose an efficient, deterministic algorithm for constructing exponentially con- vergent deep neural network (DNN) approximations of ...
Missing: Lp( | Show results with:Lp(