LGMLJan 3, 2020

Optimizing Wireless Systems Using Unsupervised and Reinforced-Unsupervised Deep Learning

arXiv:2001.00784v140 citations
AI Analysis

This work addresses resource allocation and transceiver design in wireless networks, offering a novel approach to reduce computational complexity, though it appears incremental as it builds on existing deep learning and reinforcement learning methods.

The paper tackles the challenge of high computational cost in wireless network optimization by introducing unsupervised and reinforced-unsupervised deep learning frameworks to solve variable and functional optimization problems without needing optimal solutions for supervision, with simulation results demonstrating applicability in a user association example.

Resource allocation and transceivers in wireless networks are usually designed by solving optimization problems subject to specific constraints, which can be formulated as variable or functional optimization. If the objective and constraint functions of a variable optimization problem can be derived, standard numerical algorithms can be applied for finding the optimal solution, which however incur high computational cost when the dimension of the variable is high. To reduce the on-line computational complexity, learning the optimal solution as a function of the environment's status by deep neural networks (DNNs) is an effective approach. DNNs can be trained under the supervision of optimal solutions, which however, is not applicable to the scenarios without models or for functional optimization where the optimal solutions are hard to obtain. If the objective and constraint functions are unavailable, reinforcement learning can be applied to find the solution of a functional optimization problem, which is however not tailored to optimization problems in wireless networks. In this article, we introduce unsupervised and reinforced-unsupervised learning frameworks for solving both variable and functional optimization problems without the supervision of the optimal solutions. When the mathematical model of the environment is completely known and the distribution of environment's status is known or unknown, we can invoke unsupervised learning algorithm. When the mathematical model of the environment is incomplete, we introduce reinforced-unsupervised learning algorithms that learn the model by interacting with the environment. Our simulation results confirm the applicability of these learning frameworks by taking a user association problem as an example.

Foundations

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