On the Theoretically Possible Number of Cases in Natural Language
Introduction. The case, which is a semantic and grammatical category, appears in natural languages in the most unexpected way. A word or phrase that has a substantive unit at its core receives an inflection (internal or external) in one case or another, which can be expressed both explicitly and...
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Saint Petersburg Electrotechnical University
2024-04-01
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| Series: | Дискурс |
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| Online Access: | https://discourse.elpub.ru/jour/article/view/677 |
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| author | V. N. Malysheva A. A. Shumkov |
| author_facet | V. N. Malysheva A. A. Shumkov |
| author_sort | V. N. Malysheva |
| collection | DOAJ |
| description | Introduction. The case, which is a semantic and grammatical category, appears in natural languages in the most unexpected way. A word or phrase that has a substantive unit at its core receives an inflection (internal or external) in one case or another, which can be expressed both explicitly and implicitly, and has a grammatical meaning. In this case, inflection can be accompanied by a preposition that has a lexical meaning. These case indicators, morphological and syntactic, organize the main or secondary substantive part of the sentence, i.e. are related to the category of space. The number of cases today is still the subject of scientific debate. Methodology and sources. The present study is based on analizing the views of various scientists on the category of case, with special attention to the theory of L. Hjelmslev. According to this theory, the maximum possible number of cases in natural language is 216. In order to provide a purely formal calculation of the possible number of cases, which would be at the same time independent on the earlier views, the article represents the substantive part of the sentence as a semifinitive multiplied by a specifier (proto-specifier). These statements are prescribed by the binomiality idea, having been developed since 1993 at ETU. Results and discussion. The generally accepted division of sentence parts into main and secondary ones leads us to dividing all possible cases into direct cases (for subject) and indirect cases (for secondary substantive parts). Thus, the direct case can be obtained by a simple transformation from any indirect case, i.e. the space specifier goes back to the spatial proto-specifier. The space proto-specifier represents external space added to substantive mass. The substantive semifinitive is a substantive mass multiplied by internal space. As the binomiality idea prescribes, substantive masses can be in four states, while substantive semifinitives can be in six states. Thus, the number of possible case forms should be equal to 24. Conclusion. According to classical physics, space is three-dimensional, so grammatical space, both external and internal, should also, obviously, be considered three-dimensional. This means that four states of substantive mass and six states of substantive semifinitives can be in each of the three dimensions. Thus, the maximum possible number of cases may indeed reach 216. It should be noted that L. Hjelmslev derived the number 216 in a completely different way, by dint of much deeper reasoning. In the future, it would be interesting to compare L. Hjelmslev’s binary oppositions with the constituents of substantive parts of sentence. |
| format | Article |
| id | doaj-art-4daf698efa674fd380336a3860e136f8 |
| institution | Kabale University |
| issn | 2412-8562 2658-7777 |
| language | English |
| publishDate | 2024-04-01 |
| publisher | Saint Petersburg Electrotechnical University |
| record_format | Article |
| series | Дискурс |
| spelling | doaj-art-4daf698efa674fd380336a3860e136f82025-08-20T03:57:30ZengSaint Petersburg Electrotechnical UniversityДискурс2412-85622658-77772024-04-011028910210.32603/2412-8562-2024-10-2-89-102616On the Theoretically Possible Number of Cases in Natural LanguageV. N. Malysheva0A. A. Shumkov1Saint Petersburg Electrotechnical UniversitySaint Petersburg Electrotechnical UniversityIntroduction. The case, which is a semantic and grammatical category, appears in natural languages in the most unexpected way. A word or phrase that has a substantive unit at its core receives an inflection (internal or external) in one case or another, which can be expressed both explicitly and implicitly, and has a grammatical meaning. In this case, inflection can be accompanied by a preposition that has a lexical meaning. These case indicators, morphological and syntactic, organize the main or secondary substantive part of the sentence, i.e. are related to the category of space. The number of cases today is still the subject of scientific debate. Methodology and sources. The present study is based on analizing the views of various scientists on the category of case, with special attention to the theory of L. Hjelmslev. According to this theory, the maximum possible number of cases in natural language is 216. In order to provide a purely formal calculation of the possible number of cases, which would be at the same time independent on the earlier views, the article represents the substantive part of the sentence as a semifinitive multiplied by a specifier (proto-specifier). These statements are prescribed by the binomiality idea, having been developed since 1993 at ETU. Results and discussion. The generally accepted division of sentence parts into main and secondary ones leads us to dividing all possible cases into direct cases (for subject) and indirect cases (for secondary substantive parts). Thus, the direct case can be obtained by a simple transformation from any indirect case, i.e. the space specifier goes back to the spatial proto-specifier. The space proto-specifier represents external space added to substantive mass. The substantive semifinitive is a substantive mass multiplied by internal space. As the binomiality idea prescribes, substantive masses can be in four states, while substantive semifinitives can be in six states. Thus, the number of possible case forms should be equal to 24. Conclusion. According to classical physics, space is three-dimensional, so grammatical space, both external and internal, should also, obviously, be considered three-dimensional. This means that four states of substantive mass and six states of substantive semifinitives can be in each of the three dimensions. Thus, the maximum possible number of cases may indeed reach 216. It should be noted that L. Hjelmslev derived the number 216 in a completely different way, by dint of much deeper reasoning. In the future, it would be interesting to compare L. Hjelmslev’s binary oppositions with the constituents of substantive parts of sentence.https://discourse.elpub.ru/jour/article/view/677casecase functionscase grammarbinomiality ideasemifinitive |
| spellingShingle | V. N. Malysheva A. A. Shumkov On the Theoretically Possible Number of Cases in Natural Language Дискурс case case functions case grammar binomiality idea semifinitive |
| title | On the Theoretically Possible Number of Cases in Natural Language |
| title_full | On the Theoretically Possible Number of Cases in Natural Language |
| title_fullStr | On the Theoretically Possible Number of Cases in Natural Language |
| title_full_unstemmed | On the Theoretically Possible Number of Cases in Natural Language |
| title_short | On the Theoretically Possible Number of Cases in Natural Language |
| title_sort | on the theoretically possible number of cases in natural language |
| topic | case case functions case grammar binomiality idea semifinitive |
| url | https://discourse.elpub.ru/jour/article/view/677 |
| work_keys_str_mv | AT vnmalysheva onthetheoreticallypossiblenumberofcasesinnaturallanguage AT aashumkov onthetheoreticallypossiblenumberofcasesinnaturallanguage |