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Deep Distribution Regression

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abstract

Due to their flexibility and predictive performance, machine-learning based regression methods have become an important tool for predictive modeling and forecasting. However, most methods focus on estimating the conditional mean or specific quantiles of the target quantity and do not provide the full conditional distribution, which contains uncertainty information that might be crucial for decision making. In this article, we provide a general solution by transforming a conditional distribution estimation problem into a constrained multi-class classification problem, in which tools such as deep neural networks. We propose a novel joint binary cross-entropy loss function to accomplish this goal. We demonstrate its performance in various simulation studies comparing to state-of-the-art competing methods. Additionally, our method shows improved accuracy in a probabilistic solar energy forecasting problem.

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stat.ME 1

years

2019 1

verdicts

CONDITIONAL 1

representative citing papers

Marginally-calibrated deep distributional regression

stat.ME · 2019-08-26 · conditional · novelty 6.0

A distributional deep regression method that couples a Gaussian copula from a neural network's output layer with a nonparametric marginal, shown to improve uncertainty calibration and likelihood-free inference in ecological time series examples.

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  • Marginally-calibrated deep distributional regression stat.ME · 2019-08-26 · conditional · none · ref 2809 · internal anchor

    A distributional deep regression method that couples a Gaussian copula from a neural network's output layer with a nonparametric marginal, shown to improve uncertainty calibration and likelihood-free inference in ecological time series examples.