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Information Journal Paper

Title

INVESTIGATE THE RELATIONSHIP BETWEEN GROWTH AND SIZE OF CITIES IN THE URBAN AREAS OF THE RULE GIBRAT

Pages

  25-34

Abstract

 How to verify any relationship between initial value of a variable and its growth rate is a historical question. Robert Gibrat (1931) found a lognormal distribution for firms' size which was independent of their growth. Since 1990s, GIBRAT'S LAW has been considered applicable in urban studies to specify whether or not CITY SIZE has lognormal distribution (mostly verified). This study, using truncated data of 311 cities during 1355-85 and 30 provinces during 1375-85, estimated the relation between CITY SIZE and city growth. The results show that GIBRAT'S LAW is not confirmed with urban data so small cities having high growth rates converge towards large cities, with reasonable pace.

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  • Cite

    APA: Copy

    RAHMANI FAZLI, HADI, GOLZARIAN POUR, SIAVASH, & SEDAGHAT PARAST, ALDAR. (2014). INVESTIGATE THE RELATIONSHIP BETWEEN GROWTH AND SIZE OF CITIES IN THE URBAN AREAS OF THE RULE GIBRAT. URBAN MANAGEMENT, 13(36), 25-34. SID. https://sid.ir/paper/92321/en

    Vancouver: Copy

    RAHMANI FAZLI HADI, GOLZARIAN POUR SIAVASH, SEDAGHAT PARAST ALDAR. INVESTIGATE THE RELATIONSHIP BETWEEN GROWTH AND SIZE OF CITIES IN THE URBAN AREAS OF THE RULE GIBRAT. URBAN MANAGEMENT[Internet]. 2014;13(36):25-34. Available from: https://sid.ir/paper/92321/en

    IEEE: Copy

    HADI RAHMANI FAZLI, SIAVASH GOLZARIAN POUR, and ALDAR SEDAGHAT PARAST, “INVESTIGATE THE RELATIONSHIP BETWEEN GROWTH AND SIZE OF CITIES IN THE URBAN AREAS OF THE RULE GIBRAT,” URBAN MANAGEMENT, vol. 13, no. 36, pp. 25–34, 2014, [Online]. Available: https://sid.ir/paper/92321/en

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