Název:
The Distribution Mapping Functions
Autoři:
Jiřina, Marcel Typ dokumentu: Výzkumné zprávy
Rok:
2015
Jazyk:
eng
Edice: Technical Report, svazek: V-1222
Abstrakt: The target of this study is to make clear the difference of the distribution mapping function introduced in 2003 and the classical notion of point processes theory, the counting function N, Ripley’s K-function, and other two distance functions, F and G-functions. We summarize here necessary starting points from the point process theory using the famous work by Baddeley, a two-volume book of Daley and Vere-Jones and short paper by Dixon. When dealing with the distribution mapping function we use up-to-date formulations used in various papers since 2003.
Klíčová slova:
correlation dimension; distance; distribution mapping function; metrics,; multidimensional data
Práva: Dílo je chráněno podle autorského zákona č. 121/2000 Sb.