Entropy In Regional Analysis

Batty M., 1974. Spatial entropy. Geographical Analysis 8: 1–32.Search in Google Scholar

Batty M., 1975. Urban density and entropy functions. Geographical Papers, 36. Department of Geography, University of Reading, England.Search in Google Scholar

Batty M., 2010. Space, scale, and scaling in entropy maximizing. Geographical Analysis 42: 395–421.10.1111/j.1538-4632.2010.00800.xSearch in Google Scholar

Berry B.J.L., Schwind P.J., 1969. Information and entropy in migrant flows. Geographical Analysis 1: 5–14.10.1111/j.1538-4632.1969.tb00601.xSearch in Google Scholar

Chojnicki Z., Czyż T., 1976. Entropia jako miara koncentracji przemysłu (Entropy as a measure of the concentration of industry). Sprawozdania nr 91 za 1973 r., Poznańskie Towarzystwo Przyjaciół Nauk, Poznań: 61–63.Search in Google Scholar

Czyż T., Hauke J., 2011. Evolution of regional disparities in Poland. Quaestiones Geographicae 30(2): 35–48.10.2478/v10117-011-0016-ySearch in Google Scholar

Domański R., 2012. Ewolucyjna gospodarka przestrzenna (Evolutionary spatial management). Wydawnictwo Uniwersytetu Ekonomicznego w Poznaniu, Poznań.Search in Google Scholar

Ezcurra R., 2007. Is income inequality harmful for regional growth? Evidence from the European Union. Urban Studies 44(10): 1953–1971.10.1080/00420980701471877Search in Google Scholar

Gauthier H.L., Semple R.K., 1974. Trends in regional inequalities in the Brazilian economy 1947–1966. In: Thoman R.S. (ed.), Methodology and case studies, vol. I. Proceedings of the Commission on Regional Aspects of Development of the IGU. Hayword, California, USA: 249–266.Search in Google Scholar

Griffin J.M., Semple R.K., 1971. Spatial-temporal trends in industrial dispersion. Discussion Paper No. 23, Department of Geography, Ohio State University.Search in Google Scholar

Griffith D.A., 1978. A spatially adjusted ANOVA model. Geographical Analysis 10: 296–301.10.1111/j.1538-4632.1978.tb00661.xSearch in Google Scholar

Griffith D.A., 2003. Spatial autocorrelation and spatial filtering: Gaining understanding through theory and scientific visualization. Springer, Berlin – New York.10.1007/978-3-540-24806-4_4Search in Google Scholar

Haynes K.E., Phillips F.Y., Mohrfeld J.W., 1980. The entropies: Some roots of ambiguity. Socio-Economic Planning Sciences 14: 137–145.10.1016/0038-0121(80)90017-8Search in Google Scholar

Horowitz I., 1970. Employment concentration in the Common Market: An entropy approach. Journal of the Royal Statistical Society 135(3), Series A: 463–479.10.2307/2343563Search in Google Scholar

Kostrubiec B., 1972. Analiza zjawiska koncentracji w sieci osadniczej (Analysis of the phenomenon of concentration in a settlement network). Instytut Geografii PAN, Prace Geograficzne 93, Wrocław.Search in Google Scholar

Kudrycka J., 2014. A convergence analysis of regional development in Poland. III Scientific Conference on Spatial Econometrics and Regional Economic Analysis, Lódź, June 9–10, 2014.Search in Google Scholar

Li X., Claramunt C., 2006. A spatial entropy-based decision tree for classification of geographical information. Transactions in GIS 10: 451–467.10.1111/j.1467-9671.2006.01006.xSearch in Google Scholar

Medvedkov Y.V., 1966. The concept of entropy in settlement pattern analysis. Regional Science Association Papers XVII, Vienna Congress: 165–168.10.1007/BF01940320Search in Google Scholar

Medvedkov Y.V., 1969. Entropy: An assessment of potentialities in geography. Session of the IGU Commission on Quantitative Methods, London.10.2307/143146Search in Google Scholar

Semple R.K., Wang L.H., 1971. A geographical analysis of changing redundancy in inter-urban transportation links. Geografiska Annaler 3, Series 53B: 1–5.10.1080/04353684.1971.11879350Search in Google Scholar

Semple R.K., Gauthier H.L. 1972. Spatial-temporal trends in income inequalities in Brazil. Geographical Analysis 2: 189–179.Search in Google Scholar

Shannon C.E., 1948. A mathematical theory of communication. Bell System Technical Journal 27: 379–423, 623–656.10.1002/j.1538-7305.1948.tb00917.xSearch in Google Scholar

Werner P., Korcelli P., Kozubek E., 2014. Population potential as a modulator of land use changes in Poland’s metropolitan areas. Quaestiones Geographicae 33(2): 37–50.10.2478/quageo-2014-0014Search in Google Scholar

Wędrowska E., 2010. Wykorzystanie entropii Shannona i jej uogólnień do badania rozkładu prawdopodobieństwa zmiennej losowej dyskretnej (Use of the Shannon entropy and its generalisations in a study of the probability distribution of a discrete random variable). Przegląd Statystyczny LVII (4): 39–53.Search in Google Scholar

Wędrowska E., 2012. Miary entropii i dywergencji w analizie struktur (Measures of entropy and divergence in an analysis of structures). Wydawnictwo UWM, Olsztyn.Search in Google Scholar

Wilson A.G., 1967. A statistical theory of spatial distribution models. Transport Research 1: 253–269.10.1016/0041-1647(67)90035-4Search in Google Scholar

Wilson A.G., 1970. Entropy in urban and regional modelling. Pion Press, London.Search in Google Scholar

Wilson A.G., 2010. Entropy in urban and regional modelling: Retrospect and prospect. Geographical Analysis 42: 364–394.10.1111/j.1538-4632.2010.00799.xSearch in Google Scholar