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Multimodal text-audio sentiment in clinical aphasia speech using NLP. [PDF]
Manir SB +3 more
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From rules to foundation models: a comprehensive review of machine learning approaches for siRNA design. [PDF]
Khodagholi Z, Yousefi N.
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Discriminative feature learning for multiclass lung disease classification using contrastive learning. [PDF]
Munira HA +12 more
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DeepVIC: modular prediction and classification of bacterial virulence factors using protein language model embeddings. [PDF]
Tsui WK, Chan YX, Chow KH, Ho PL, Cao H.
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Generative Distribution Prediction: A Unified Approach to Multimodal Learning. [PDF]
Tian X, Shen X.
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Genetic decoding reveals druggable biology implicitly learned by a medical-history foundation model
Zeng W +8 more
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Simultaneous Embedding of Embedded Planar Graphs
International Journal of Computational Geometry & Applications, 2011A simultaneous embedding with fixed edges (SEFE) of a set of k planar graphs G1,…,Gk on the same set of vertices is a set of k planar drawings of G1,…,Gk, respectively, such that each vertex is placed on the same point in all the drawings and each edge is represented by the same Jordan curve in the drawings of all the graphs it belongs to.
Patrizio Angelini +2 more
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Proceedings of the Tenth ACM International Conference on Web Search and Data Mining, 2017
Network embedding is increasingly employed to assist network analysis as it is effective to learn latent features that encode linkage information. Various network embedding methods have been proposed, but they are only designed for a single network scenario.
Linchuan Xu +3 more
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Network embedding is increasingly employed to assist network analysis as it is effective to learn latent features that encode linkage information. Various network embedding methods have been proposed, but they are only designed for a single network scenario.
Linchuan Xu +3 more
openaire +1 more source
Graphs and Combinatorics, 2001
Let \(S\) be a quasiordered set (quoset) or topological space and \(\text{Sub} S\) be the set of all nonempty subquosets or subspaces quasiordered by embeddability, respectively. For a cardinal number \(n\), \(p_n\) and \(q_n\) denote the smallest size of spaces \(S\) such that each poset respectively quoset with \(n\) points is embeddable in \(\text ...
Marcel Erné, Jürgen Reinhold
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Let \(S\) be a quasiordered set (quoset) or topological space and \(\text{Sub} S\) be the set of all nonempty subquosets or subspaces quasiordered by embeddability, respectively. For a cardinal number \(n\), \(p_n\) and \(q_n\) denote the smallest size of spaces \(S\) such that each poset respectively quoset with \(n\) points is embeddable in \(\text ...
Marcel Erné, Jürgen Reinhold
openaire +3 more sources

