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- W2011200900 abstract "A Moscow University geographer, known for his advocacy of a unity of geography, challenges the notion advanced by Gurevich and Saushkin [Soviet Geography, April 1966] that the mathematization of geography will give rise to a new geographic discipline known as mathematical geography. Anuchin argues that new disciplines can arise only on the basis of a distinctive study object and that mathematical geography would actually deal with the same object of study as geography as a whole. Though granting the usefulness of the mathematical method in some aspects of geography, Anuchin maintains that mathematics will be used simply as one more auxiliary technique in geography and that, like all secondary methods, it will have to be subordinated to the basic geographic method that is the methodological foundation of geography. Anuchin distinguishes two basic research tendencies in geography. One is concerned with the identification and analysis of general forms and patterns, and it is in this area that mathematics can make its most useful contribution. The other trend involves study of phenomena that are unique and do not fit previously established patterns, and because of their individualized character do not lend themselves to the building of models. In this second area, Anuchin sees a continued role for the art of geographic description." @default.
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- W2011200900 date "1970-01-01" @default.
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- W2011200900 title "Mathematization and the Geographic Method" @default.
- W2011200900 doi "https://doi.org/10.1080/00385417.1970.10770464" @default.
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