K S Kim
Datos Biográficos
| ID | 30011 |
|---|---|
| NOMBRE | K S Kim |
| NOMBRES | K S |
| APELLIDO | Kim |
| FIRMA | KIM K S |
| AFILIACIONES | Department of Town Planning, University of Wales at Cardiff, Aberconway Building, Colum Drive, Cardiff CF1 3EU, Wales |
| ORCID | 0000-0003-2756-9371 |
| VERIFICADO | Sí |
| TOTAL DE OBRAS | 10 |
| TOTAL DE CITAS | 16 |
| TOTAL COMO AUTOR | 10 |
| TOTAL COMO EDITOR | 0 |
| PRIMER AÑO DE PUBLICACIÓN | 1990 |
| AÑO MÁS RECIENTE DE PUBLICACIÓN | 2026 |
| ÍNDICE H | 2 |
Locative inversion and T-movement in English
Locative Inversion (LI) disallows subject–auxiliary inversion, sentential negation, sentential emphasis, and VP-ellipsis. This study argues that these distinctive properties stem from the weakness of T with respect to labelability. Chomsky (2013. Problems of projection. Lingua 130. 33–49, 2015. Problems of projection. In Elisa Di Domenico, Cornelia Hamann & Simona Matteini (eds.), Structures, strategies, and beyond: Studies in honour of Adriana B…
On Korean progressive/perfect constructions
On T-Movement in English
Repair-by-deletion/insertion and the distribution of the copula in African American English
Movement paradoxes are not paradoxes
English C Moves Downward as well as Upward
Pesetsky (1991) proposes that there are two types of C, that and null C, and that the null C is an affix that must move up to the matrix V. This proposal is revived in the minimalist context by Bošković and Lasnik (2003). While assuming that the C-as-an-affix approach is on the right track, I suggest a drastic modification of previous versions of this approach: namely, that (a) there is just one type of C in the lexicon, affixal null C; (b) it ca…
Inhibition of tumor necrosis factor-α-induced apoptosis by Asparagus cochinchinensis in Hep G2 cells
Location-Spatial Interaction Models
In three related papers the economic and spatial characteristics of a set of retail stores locating under welfare-maximizing and profit-maximizing criteria are explored. In this first paper, a set of location-spatial interaction models is formulated and the locations and sizes of stores which maximize the accessibility benefits to consumers are determined. An algorithm for computing such configurations is proposed and a set of numerical examples …
Location-Spatial Interaction Models
The model of oligopoly between N retail stores, treated in the second paper of this series, is extended to consider competition between groups or 'chains' within which the location and sizes of stores are coordinated to promote organizational objectives. This model of oligopolistic competition between multistore organizations is expressed through an optimization process, and an algorithm for its solution is proposed. Numerical examples are used t…
Location-Spatial Interaction Models
The sizes and locations of an arbitrary number of retail stores in oligopolistic competition are sought through a representation and solution of an N-centre profit-maximizing model. The Nash-Cournot equilibrium states, which correspond to this competitive configuration are determined under variation in the number of stores and the parameters which govern spatial behaviour of consumers. This allows a comparison to be made of configurations generat…
Location-Spatial Interaction Models
In three related papers the economic and spatial characteristics of a set of retail stores locating under welfare-maximizing and profit-maximizing criteria are explored. In this first paper, a set of location-spatial interaction models is formulated and the locations and sizes of stores which maximize the accessibility benefits to consumers are determined. An algorithm for computing such configurations is proposed and a set of numerical examples …
English C Moves Downward as well as Upward
Pesetsky (1991) proposes that there are two types of C, that and null C, and that the null C is an affix that must move up to the matrix V. This proposal is revived in the minimalist context by Bošković and Lasnik (2003). While assuming that the C-as-an-affix approach is on the right track, I suggest a drastic modification of previous versions of this approach: namely, that (a) there is just one type of C in the lexicon, affixal null C; (b) it ca…
Repair-by-deletion/insertion and the distribution of the copula in African American English
Movement paradoxes are not paradoxes
Location-Spatial Interaction Models
The sizes and locations of an arbitrary number of retail stores in oligopolistic competition are sought through a representation and solution of an N-centre profit-maximizing model. The Nash-Cournot equilibrium states, which correspond to this competitive configuration are determined under variation in the number of stores and the parameters which govern spatial behaviour of consumers. This allows a comparison to be made of configurations generat…
Location-Spatial Interaction Models
The model of oligopoly between N retail stores, treated in the second paper of this series, is extended to consider competition between groups or 'chains' within which the location and sizes of stores are coordinated to promote organizational objectives. This model of oligopolistic competition between multistore organizations is expressed through an optimization process, and an algorithm for its solution is proposed. Numerical examples are used t…
Location-Spatial Interaction Models
In three related papers the economic and spatial characteristics of a set of retail stores locating under welfare-maximizing and profit-maximizing criteria are explored. In this first paper, a set of location-spatial interaction models is formulated and the locations and sizes of stores which maximize the accessibility benefits to consumers are determined. An algorithm for computing such configurations is proposed and a set of numerical examples …
Location-Spatial Interaction Models
The model of oligopoly between N retail stores, treated in the second paper of this series, is extended to consider competition between groups or 'chains' within which the location and sizes of stores are coordinated to promote organizational objectives. This model of oligopolistic competition between multistore organizations is expressed through an optimization process, and an algorithm for its solution is proposed. Numerical examples are used t…
Location-Spatial Interaction Models
The sizes and locations of an arbitrary number of retail stores in oligopolistic competition are sought through a representation and solution of an N-centre profit-maximizing model. The Nash-Cournot equilibrium states, which correspond to this competitive configuration are determined under variation in the number of stores and the parameters which govern spatial behaviour of consumers. This allows a comparison to be made of configurations generat…
Inhibition of tumor necrosis factor-α-induced apoptosis by Asparagus cochinchinensis in Hep G2 cells
English C Moves Downward as well as Upward
Pesetsky (1991) proposes that there are two types of C, that and null C, and that the null C is an affix that must move up to the matrix V. This proposal is revived in the minimalist context by Bošković and Lasnik (2003). While assuming that the C-as-an-affix approach is on the right track, I suggest a drastic modification of previous versions of this approach: namely, that (a) there is just one type of C in the lexicon, affixal null C; (b) it ca…
Movement paradoxes are not paradoxes
On T-Movement in English
Repair-by-deletion/insertion and the distribution of the copula in African American English
On Korean progressive/perfect constructions
Locative inversion and T-movement in English
Locative Inversion (LI) disallows subject–auxiliary inversion, sentential negation, sentential emphasis, and VP-ellipsis. This study argues that these distinctive properties stem from the weakness of T with respect to labelability. Chomsky (2013. Problems of projection. Lingua 130. 33–49, 2015. Problems of projection. In Elisa Di Domenico, Cornelia Hamann & Simona Matteini (eds.), Structures, strategies, and beyond: Studies in honour of Adriana B…
Computer Science (7 obras) · Syntax, Semantics, Linguistic Variation (6 obras) · Linguistics (5 obras) · Mathematics (5 obras) · Philosophy (5 obras) · Language, Discourse, Communication Strategies (4 obras) · Philosophy (4 obras) · Consumer Retail Behavior Studies (3 obras) · Economics (3 obras) · Microeconomics (3 obras)