Mobility indices are important tools for summarizing and comparing the dynamics of different samples. A mobility index is defined as a function which assigns a real value $I$ to a given transition matrix . The function $I(P)$, where $P$ is the transition matrix, is chosen to describe a specific type of mobility (e.g. the tendency to leave the current state). In this paper we develop a family of mobility indices capable of embodying information on both the intensity and the prevailing direction of mobility in the sample under study.
Ferretti, C., Mobility as prevailing direction for Transition Matrices, <<STATISTICA & APPLICAZIONI>>, 2012; X (Giugno): 65-76 [http://hdl.handle.net/10807/41365]
Mobility as prevailing direction for Transition Matrices
Ferretti, Camilla
2012
Abstract
Mobility indices are important tools for summarizing and comparing the dynamics of different samples. A mobility index is defined as a function which assigns a real value $I$ to a given transition matrix . The function $I(P)$, where $P$ is the transition matrix, is chosen to describe a specific type of mobility (e.g. the tendency to leave the current state). In this paper we develop a family of mobility indices capable of embodying information on both the intensity and the prevailing direction of mobility in the sample under study.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.