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@inproceedings{918513, author = {Paseka, Jan}, address = {Klagenfurt}, booktitle = {In Contributions to General Algebra 19 - Proceedings of the Olomouc Conference 2010 (AAA 79 + CYA 25)}, keywords = {Linear Logic; finite embeddability property; finite model property; (quantized) classical linear algebra; (quantized) intuitionistic linear algebra}, howpublished = {tištěná verze "print"}, language = {eng}, location = {Klagenfurt}, isbn = {978-3-7084-0407-3}, pages = {173-178}, publisher = {Verlag Johannes Heyn}, title = {A remark on a paper of van Alten}, year = {2010} }
TY - JOUR ID - 918513 AU - Paseka, Jan PY - 2010 TI - A remark on a paper of van Alten PB - Verlag Johannes Heyn CY - Klagenfurt SN - 9783708404073 KW - Linear Logic KW - finite embeddability property KW - finite model property KW - (quantized) classical linear algebra KW - (quantized) intuitionistic linear algebra N2 - In his paper The finite model property for knotted extensions of propositional linear logic van Alten shows that both the classical and intuitionistic propositional versions of Girards Linear Logic, when extended by a knotted structural rule, have the finite model property. The purpose of this remark is to show that quantized versions of these logics extended by a knotted structural rule have also the finite model property. ER -
PASEKA, Jan. A remark on a paper of van Alten. In \textit{In Contributions to General Algebra 19 - Proceedings of the Olomouc Conference 2010 (AAA 79 + CYA 25)}. Klagenfurt: Verlag Johannes Heyn. s.~173-178. ISBN~978-3-7084-0407-3. 2010.
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