1,203 research outputs found
The Study of Partial Connective Stability for Singular Linear Large-Scale Interconnected Systems
The connective stability is an important content among the large-scale interconnected systems. The many results recently have been given for the normal systems. In this paper, we shall discuss the connective stability of singular linear large-scale dynamical systems by means of singular Lyapunovf equation and vector Lyapunovf function. We give a simple form of a stable domain of connective parameters.Key words: Singular system; Large-scale systems; Stability; Connective stability; Vector Lyapunovf functio
Test-Time Training for Semantic Segmentation with Output Contrastive Loss
Although deep learning-based segmentation models have achieved impressive
performance on public benchmarks, generalizing well to unseen environments
remains a major challenge. To improve the model's generalization ability to the
new domain during evaluation, the test-time training (TTT) is a challenging
paradigm that adapts the source-pretrained model in an online fashion. Early
efforts on TTT mainly focus on the image classification task. Directly
extending these methods to semantic segmentation easily experiences unstable
adaption due to segmentation's inherent characteristics, such as extreme class
imbalance and complex decision spaces. To stabilize the adaptation process, we
introduce contrastive loss (CL), known for its capability to learn robust and
generalized representations. Nevertheless, the traditional CL operates in the
representation space and cannot directly enhance predictions. In this paper, we
resolve this limitation by adapting the CL to the output space, employing a
high temperature, and simplifying the formulation, resulting in a
straightforward yet effective loss function called Output Contrastive Loss
(OCL). Our comprehensive experiments validate the efficacy of our approach
across diverse evaluation scenarios. Notably, our method excels even when
applied to models initially pre-trained using domain adaptation methods on test
domain data, showcasing its resilience and adaptability.\footnote{Code and more
information could be found at~ \url{https://github.com/dazhangyu123/OCL}
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