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Compact acoustic model for embedded implementation
Interspeech 2004, 2004An acoustic model for an embedded speech recognition system must exhibit two desirable features; ability to minimize performance degradation in recognition while solving the memory problem under limited system resources. To cope with the challenges, we introduce the state-clustered tied-mixture (SCTM) HMM as an acoustic model optimization. The proposed
Junho Park, Hanseok Ko
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Examples of compact embedded convex λ-hypersurfaces
Journal of Functional AnalysisA hypersurface \(\Sigma^{n}\subset\mathbb{R}^{n+1}\) is called a \(\lambda\)-hypersurface if \[ H+\left\langle X,\nu\right\rangle=\lambda, \] for a constant \(\lambda\in\mathbb{R}\), where \(H\) is the mean curvature, \(X\) is the position vector of \(\Sigma^{n}\), and \(\nu\) is an (inward) unit normal vector to \(\Sigma^{n}\).
Cheng, Qing-Ming +2 more
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Canonical embeddings of compact metric spaces
Journal of Mathematical Sciences, 2011The paper under review considers the following well-known canonical isometric embeddings of metric spaces into normed spaces: the Hausdorff-Kuratowski embedding and the Kantorovich-Rubinshtein embedding. Inspired by \textit{J. Melleray} et al. [Fundam. Math. 199, No. 2, 177--194 (2008; Zbl 1178.46016)], the author proves that these canonical embeddings
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Dynamic Compact Planar Embeddings
2023Travis Gagie, Meng He, Michael St Denis
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Class-Oriented Self-Learning Graph Embedding for Image Compact Representation
IEEE Transactions on Circuits and Systems for Video Technology, 2023Liangchen Hu, Zhenlei Dai, Lei Tian
exaly
Compact Embedded Stanag3910 Interfaces
Aerospace Testing International, 2020openaire +2 more sources
Relativistic models for anisotropic compact stars: A review
New Astronomy Reviews, 2022Jitendra Kumar, PUJA BHARTI
exaly