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Actions, wreath products of C-varieties and concatenation ...
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由 L Chaubard 著作2006被引用 36 次 — The framework of C -varieties, introduced by the third author, extends the scope of Eilenberg's variety theory to new classes of languages.
Actions, Wreath Products of C-varieties and Concatenation ...
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由 L Chaubard 著作被引用 36 次 — We first define C-varieties of actions, which are closely related to automata, and prove their equivalence with the original definition of C-varieties of stamps ...
Actions, Wreath Products of C-varieties and Concatenation Product
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The framework of C-varieties, introduced by the third author, extends the scope of Eilenberg's variety theory to new classes of languages.
Actions, wreath products of C-varieties and concatenation product
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Actions, wreath products of C-varieties and concatenation product · Laura Chaubard, J. Pin, Howard Straubing · Published in Theoretical Computer Science 5 May ...
Actions, Wreath Products of C-varieties and Concatenation ...
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由 L Chaubard 著作2006被引用 36 次 — The framework of C-varieties, introduced by the third author, extends the scope of Eilenberg's variety theory to new classes of languages.
Actions, Wreath Products of C-varieties and Concatenation Product
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The framework of C-varieties, introduced by the third author, extends the scope of Eilenberg's variety theory to new classes of languages.
Actions, Wreath Products of C-varieties and Concatenation ...
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In this paper, we first define C-varieties of actions, which are closely related to automata, and prove their equivalence with the original definition of C- ...
C-varieties, actions and wreath product | Proceedings of the 7th ...
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Actions, wreath products of C-varieties and concatenation product. In honour of Professor Christian Choffrut on the occasion of his 60th birthday · Generalized ...
chaubard laura
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Actions, wreath products of C-varieties and concatenation product. L Chaubard, JÉ Pin, H Straubing. Theoretical Computer Science 356 (1-2), 73-89, 2006. 36 ...
Actions, wreath products of | Request PDF
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2024年10月22日 — We illustrate this point by showing how the combination of ℒ with L can lead to a symmetry group Γ that is either a direct product or a wreath ...