2022
DOI: 10.48550/arxiv.2204.10429
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Curriculum Learning for Goal-Oriented Semantic Communications with a Common Language

Abstract: Goal-oriented semantic communication will be a pillar of next-generation wireless networks. Despite significant recent efforts in this area, most prior works are focused on specific data types (e.g., image or audio), and they ignore the goal and effectiveness aspects of semantic transmissions. In contrast, in this paper, a holistic goal-oriented semantic communication framework is proposed to enable a speaker and a listener to cooperatively execute a set of sequential tasks in a dynamic environment. A common l… Show more

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Cited by 1 publication
(2 citation statements)
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“…More recently, a transformer-based approach has also been investigated in [29] to support both image and text transmission. Alternative methods were also proposed in [30] and [31], to define an optimized common-language between a listener and a speaker, employing reinforcement learning (RL) and curriculum learning (CL). Other interesting examples can be found in [32] and [33], concerning, respectively, image classification in an unmanned aerial vehicle (UAV) scenario and visual question answering (VQA) tasks.…”
Section: Related Workmentioning
confidence: 99%
See 1 more Smart Citation
“…More recently, a transformer-based approach has also been investigated in [29] to support both image and text transmission. Alternative methods were also proposed in [30] and [31], to define an optimized common-language between a listener and a speaker, employing reinforcement learning (RL) and curriculum learning (CL). Other interesting examples can be found in [32] and [33], concerning, respectively, image classification in an unmanned aerial vehicle (UAV) scenario and visual question answering (VQA) tasks.…”
Section: Related Workmentioning
confidence: 99%
“…The resource allocation problem at the UE aims at optimizing the transmission rate R(t), the compression factor ρ(t) , and the UE CPU frequency cycles f d (t) in (30) at every time t. Omitting the time index t, the subproblem at the UE can be cast as: Problem ( 31) is a mixed-integer optimization program that, by the same arguments and bounds used for the MEDA problem, can be proved to be strictly convex with respect to the transmission rate R, for any fixed compression factor ρ and computational clock frequency f d , with optimal closed form solution for Q tx (t) > 0 , and R * = 0 otherwise. Thus, the overall optimal solution R * (t) can be found by an exhaustive search in the product space F d × S of the UE clock frequencies and compression factors, by comparing the obtained objective values in (31) for the |F d ||S| potential solutions R * (ρ, f d ) . The procedure follows the same steps already described in Algorithm 1.…”
Section: Ue's Resource Optimization For Madementioning
confidence: 99%