Atsuo Suzuki
Biographic Data
| ID | 10909153 |
|---|---|
| NAME | Atsuo Suzuki |
| GIVEN NAMES | Atsuo |
| FAMILY NAME | Suzuki |
| SIGNATURE | SUZUKI A |
| AFFILIATIONS | Nanzan University |
| ORCID | 0000-0002-7194-3183 |
| VERIFIED | No |
| TOTAL WORKS | 1 |
| TOTAL CITATIONS | 3 |
| AUTHOR COUNT | 1 |
| EDITOR COUNT | 0 |
| FIRST PUBLICATION YEAR | 1987 |
| LATEST PUBLICATION YEAR | 1987 |
| H-INDEX | 1 |
Stability of Spatial Competition for a Large Number of Firms on a Bounded Two-Dimensional Space
In this paper Hotelling's model of spatial competition is extended to a two-dimensional space, and it is shown that if the number of firms is very large, the configuration of the firms is stable in the inner area of a square region; this configuration is fairly similar to a socially optimal configuration. These results are almost contrary to Eaton and Lipsey's conjecture, and they are in marked contrast to the results of the one-dimensional model
Stability of Spatial Competition for a Large Number of Firms on a Bounded Two-Dimensional Space
In this paper Hotelling's model of spatial competition is extended to a two-dimensional space, and it is shown that if the number of firms is very large, the configuration of the firms is stable in the inner area of a square region; this configuration is fairly similar to a socially optimal configuration. These results are almost contrary to Eaton and Lipsey's conjecture, and they are in marked contrast to the results of the one-dimensional model
Stability of Spatial Competition for a Large Number of Firms on a Bounded Two-Dimensional Space
In this paper Hotelling's model of spatial competition is extended to a two-dimensional space, and it is shown that if the number of firms is very large, the configuration of the firms is stable in the inner area of a square region; this configuration is fairly similar to a socially optimal configuration. These results are almost contrary to Eaton and Lipsey's conjecture, and they are in marked contrast to the results of the one-dimensional model
Bounded function (1 works) · Business Strategy and Innovation (1 works) · Combinatorics (1 works) · Computer Science (1 works) · Conjecture (1 works) · Consumer Market Behavior and Pricing (1 works) · Geometry (1 works) · Mathematical analysis (1 works) · Mathematics (1 works) · Merger and Competition Analysis (1 works)