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논문 기본 정보
- 자료유형
- 학술저널
- 저자정보
- 발행연도
- 2016.12
- 수록면
- 499 - 546 (48page)
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초록· 키워드
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Linguists have accumulated evidence for binary merge. This paper adds mathematical reason. The computational procedures of human natural language (CHL) choose binary merge because it can contain more information, and lacks optimal balance. Nature organizes network currents to minimize information loss. This is the physical principle of minimal computation (MC). CHL obeys MC. Nature has created CHL in the human brain. Nature has selected binary merge whose balance is not optimal, and information loss (error) is not minimized. However, this unsettled unbalance (asymmetry) of binary merge drives the infinite growth of binary trees.
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참고문헌 (38)
참고문헌 신청
Arikawa, K. / 2013 / Is word order asymmetry mathematically expressible? / Biolinguistics 7:276~300
Arikawa, K. / 2015 / Graph-theoretic and physical account of binary versus ternary branching structure in human natural language computation / St. Andrew’s University Bulletin of the Research Institute 41(2):79~108
Arikawa, K. / Does Gaussian elimination teach about uninterpretable feature elimination in CHL? / St. Andrew’s University Bulletin of the Research Institute 42(3)
Belder, M. D. / 2015 / How to merge a root / Linguistic Inquiry 46:625~655
Bošković, Ž / 1997 / Multiple wh-fronting and economy of derivation / West Coast Conference on Formal Linguistics 16:49~63
Arikawa, K. / 2015 / Graph-theoretic and physical account of binary versus ternary branching structure in human natural language computation / St. Andrew’s University Bulletin of the Research Institute 41(2):79~108
Arikawa, K. / Does Gaussian elimination teach about uninterpretable feature elimination in CHL? / St. Andrew’s University Bulletin of the Research Institute 42(3)
Belder, M. D. / 2015 / How to merge a root / Linguistic Inquiry 46:625~655
Bošković, Ž / 1997 / Multiple wh-fronting and economy of derivation / West Coast Conference on Formal Linguistics 16:49~63
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