Pub Date : 2024-06-25DOI: 10.1109/JSAIT.2024.3419054
Yanyan Dong;Shenghao Yang;Jie Wang;Fan Cheng
Wireless communication links suffer from outage events caused by fading and interference. To facilitate a tractable analysis of network communication throughput and latency, we propose an outage link model to represent a communication link in the slow fading phenomenon. For a line-topology network with outage links, we study three types of intermediate network node schemes: random linear network coding, store-and-forward, and hop-by-hop retransmission. We provide the analytical formulas for the maximum throughputs and the end-to-end latency for each scheme. To gain a more explicit understanding, we perform a scalability analysis of the throughput and latency as the network length increases. We observe that the same order of throughput/latency holds across a wide range of outage functions for each scheme. We illustrate how our exact formulae and scalability results can be applied to compare different schemes.
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Pub Date : 2024-06-19DOI: 10.1109/JSAIT.2024.3415670
Monica Welfert;Gowtham R. Kurri;Kyle Otstot;Lalitha Sankar
Generative adversarial networks (GANs), modeled as a zero-sum game between a generator (G) and a discriminator (D), allow generating synthetic data with formal guarantees. Noting that D is a classifier, we begin by reformulating the GAN value function using class probability estimation (CPE) losses. We prove a two-way correspondence between CPE loss GANs and f-GANs which minimize f-divergences. We also show that all symmetric f-divergences are equivalent in convergence. In the finite sample and model capacity setting, we define and obtain bounds on estimation and generalization errors. We specialize these results to $alpha $