LGAIDCNov 3, 2024

Two-Timescale Model Caching and Resource Allocation for Edge-Enabled AI-Generated Content Services

arXiv:2411.01458v112 citationsh-index: 116
Originality Incremental advance
AI Analysis

This work addresses resource allocation for edge AI services, an incremental advance in optimizing performance for wireless edge networks.

The paper tackles the challenge of provisioning edge-enabled AI-generated content services by jointly optimizing model caching and resource allocation to balance quality and latency, achieving improvements in latency reduction and quality metrics through a two-timescale deep reinforcement learning algorithm.

Generative AI (GenAI) has emerged as a transformative technology, enabling customized and personalized AI-generated content (AIGC) services. In this paper, we address challenges of edge-enabled AIGC service provisioning, which remain underexplored in the literature. These services require executing GenAI models with billions of parameters, posing significant obstacles to resource-limited wireless edge. We subsequently introduce the formulation of joint model caching and resource allocation for AIGC services to balance a trade-off between AIGC quality and latency metrics. We obtain mathematical relationships of these metrics with the computational resources required by GenAI models via experimentation. Afterward, we decompose the formulation into a model caching subproblem on a long-timescale and a resource allocation subproblem on a short-timescale. Since the variables to be solved are discrete and continuous, respectively, we leverage a double deep Q-network (DDQN) algorithm to solve the former subproblem and propose a diffusion-based deep deterministic policy gradient (D3PG) algorithm to solve the latter. The proposed D3PG algorithm makes an innovative use of diffusion models as the actor network to determine optimal resource allocation decisions. Consequently, we integrate these two learning methods within the overarching two-timescale deep reinforcement learning (T2DRL) algorithm, the performance of which is studied through comparative numerical simulations.

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