计算符号学 (Chinese Wikipedia)

Analysis of information sources in references of the Wikipedia article "计算符号学" in Chinese language version.

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Neuman, Yair; Danesi, Marcel; Cohen, Yochai; Assaf, Dan. Opposition theory and computational semiotics. Σημειωτκή - Sign Systems Studies. 2015, 43 (2–3): 159–172 [2023-05-30]. ISSN 1406-4243. doi:10.12697/SSS.2015.43.2-3.01 . （原始内容存档于2023-06-04）（英语）.

Shackell, Cameron; Sitbon, Laurianne. Computational opposition analysis using word embeddings: A method for strategising resonant informal argument. Argument & Computation. 2020-01-29, 10 (3): 301–317. doi:10.3233/AAC-190467 .
Neuman, Yair; Danesi, Marcel; Cohen, Yochai; Assaf, Dan. Opposition theory and computational semiotics. Σημειωτκή - Sign Systems Studies. 2015, 43 (2–3): 159–172 [2023-05-30]. ISSN 1406-4243. doi:10.12697/SSS.2015.43.2-3.01 . （原始内容存档于2023-06-04）（英语）.
Chartier, Jean-François; Pulizzotto, Davide; Chartrand, Louis; Meunier, Jean-Guy. A data-driven computational semiotics: The semantic vector space of Magritte's artworks. Semiotica. 2019-10-25, 2019 (230): 19–69. ISSN 0037-1998. S2CID 203304655. doi:10.1515/sem-2018-0120.
Shackell, C. Finite semiotics: Cognitive sets, semiotic vectors, and semiosic oscillation. Semiotica. 26 July 2019, 2019 (229): 211–235 [2023-05-30]. S2CID 67111370. doi:10.1515/sem-2017-0127. （原始内容存档于2023-03-26）.

Chartier, Jean-François; Pulizzotto, Davide; Chartrand, Louis; Meunier, Jean-Guy. A data-driven computational semiotics: The semantic vector space of Magritte's artworks. Semiotica. 2019-10-25, 2019 (230): 19–69. ISSN 0037-1998. S2CID 203304655. doi:10.1515/sem-2018-0120.
Shackell, C. Finite semiotics: Cognitive sets, semiotic vectors, and semiosic oscillation. Semiotica. 26 July 2019, 2019 (229): 211–235 [2023-05-30]. S2CID 67111370. doi:10.1515/sem-2017-0127. （原始内容存档于2023-03-26）.

Neuman, Yair; Danesi, Marcel; Cohen, Yochai; Assaf, Dan. Opposition theory and computational semiotics. Σημειωτκή - Sign Systems Studies. 2015, 43 (2–3): 159–172 [2023-05-30]. ISSN 1406-4243. doi:10.12697/SSS.2015.43.2-3.01 . （原始内容存档于2023-06-04）（英语）.
Shackell, C. Finite semiotics: Cognitive sets, semiotic vectors, and semiosic oscillation. Semiotica. 26 July 2019, 2019 (229): 211–235 [2023-05-30]. S2CID 67111370. doi:10.1515/sem-2017-0127. （原始内容存档于2023-03-26）.

Neuman, Yair; Danesi, Marcel; Cohen, Yochai; Assaf, Dan. Opposition theory and computational semiotics. Σημειωτκή - Sign Systems Studies. 2015, 43 (2–3): 159–172 [2023-05-30]. ISSN 1406-4243. doi:10.12697/SSS.2015.43.2-3.01 . （原始内容存档于2023-06-04）（英语）.
Chartier, Jean-François; Pulizzotto, Davide; Chartrand, Louis; Meunier, Jean-Guy. A data-driven computational semiotics: The semantic vector space of Magritte's artworks. Semiotica. 2019-10-25, 2019 (230): 19–69. ISSN 0037-1998. S2CID 203304655. doi:10.1515/sem-2018-0120.