Abstract
The method known as Analysis of Concentration (AOC) is proposed as a tool to measure the predictivity of binary data for cover data. The application of AOC to structured tables of oak forests of Central Italy has proved that binary data are more predictive for cover than cover for binary data. The ordinations produced by AOC with binary and cover data are very similar and interpretable with similar results.
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Austin, M. P. & Noy-Meir, I., 1971. The problem of non-linearity in ordination: Experiments with two gradient models. J. Ecol. 59: 763–773.
Feoli Chiapella, L. & Feoli, E., 1977. A numerical phytosociological study of the summits of the Majella massive (Italy). Vegetatio 34: 21–39.
Feoli, E. & Chiapella, L., 1979. Evaluation of ordination methods through simulated coenocline: some comments. Vegetatio 42: 35–41.
Feoli, E. & Orlóci, L., 1979. Analysis of concentration and detection of underlying factors in structured tables. Vegetatio 40: 49–54.
Feoli, E. & Raimondo, F. M., 1979. Analisi della variazione della vegetazione infestante delle culture di frumento della Sicilia occidentale mediante metodi di classificazione automatica. Not. Fitosoc. 14: 1–15.
Gauch, H. G. & Chase, G. B., 1974. Fitting the Gaussian curve to ecological data. Ecology 55: 1377–1381.
Jancey, R., 1979. Species ordering on a variance criterion. Vegetatio 39–1: 59–63.
Lambert, J. M. & Dale, M. B., 1964. The use of statistics in phytosociology. Adv. Ecol. Res. 2: 59–99.
Lancaster, H. O., 1949. The derivation and partition of χ2 in certain discrete distributions. Biometrika 36: 117–129.
Lancaster, H. O., 1969, The Chi-squared distribution. Wiley, New York.
Lausi, D. & Feoli, E., 1979. Hierarchical classification of European salt marsh vegetation based on numerical methods. Vegetatio 39–3: 171–184.
Maarel, E.van der, 1970. Transformation of cover-abundanee values in phytoscciology and its effects on community similarity Vegetatio 39–2: 97–114.
Maarel, E.van der, Janssen, J. G. M. & Louppen, J. M. W., 1978. TABORD. a program for structuring phytosociological tables. Vegetatio 38: 143–156.
Orlóci, L., 1966. Geometric models in ecology: I. The theory and application of some ordination methods. J. Ecol. 54: 133–215.
Orloéi, L., 1967. An agglomerative method for classification of plant communities. J. Ecol. 55: 193–206.
Orlóei, L., 1978. Multivariate analysis in vegetation research. 2nd ed. Junk. The Hague.
Orlóci, L., & Mukkottu, M. M., 1973. The effect of species number and type of data on the resemblance structure of a phytosociological collection. J. Ecol. 61: 37–46.
Strahler, A. H., 1977, Response of woody species to site factors in Maryland, USA: Evaluation of sampling plans and of continuous and binary measurement techniques. Vegetatio 35: 1–19.
Swan, J. M. A., 1970. An examination of some ordination problems by use of simulated vegetational data. Ecology 51: 89–102.
Westhoff, V. & Maarel, E.van der, 1978. The Braun-Blanquet approach. 2nd. ed. In: R. H., Whittaker (ed.) Classification of plant communities. pp. 287–399. Junk, The Hague.
Whittaker, R. H. & Gauch, H. G., 1973. Evaluation of ordination techniques. In: R. H., Whittaker (ed.) Handbook of Vegetation Science, vol. 5. pp. 287–321. Junk, The Hague.
Williams, E. J., 1952. Use of scores for the analysis of association in contingency tables. Biometrika 39: 274–289.
Zangheri, P., 1976. Flora Italica. CEDAM Padova.
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The nomenciature used for species follows Zangheri (1976).
We are grateful to Prof. L. Orlóci for reading the manuscript and for his comments. Mr. A. Zampar provided technical assistance.
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Avena, G., Blasi, C., Eeoli, E. et al. Measurement of the predictive value of species lists for species cover in phytosociological samples. Vegetatio 45, 77–84 (1981). https://doi.org/10.1007/BF00119216
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DOI: https://doi.org/10.1007/BF00119216