@Article{RamosRosaRodrZana:2000:GeCoEn,
author = "Ramos, Fernando Manuel and Rosa, Reinaldo Roberto and Rodrigues
Neto, Camilo and Zanandrea, Ademilson",
affiliation = "Instituto Nacional de Pesquisas Espaciais, Laborat{\'o}rio
Associado Computa{\c{c}}{\~a}o e Matem{\'a}tica Aplicada
(INPE.LAC)",
title = "Generalized complex entropic form for gradient pattern analysis of
spatio-temporal dynamics",
journal = "Physica A: Statistical Mechanics and its Applications",
year = "2000",
volume = "283",
number = "1-2",
pages = "171--174",
month = "Aug.",
keywords = "COMPUTER SCIENCE, Entropy, Gradients, Patterns, Generalized
complex entropic form, COMPUTA{\C{C}}{\~A}O APLICADA, Entropia,
Gradientes, Padr{\~o}es, Forma entropica complexa generalizada.",
abstract = "In this paper we describe a new computational operator, called
generalized complex entropic form (GEF), for pattern
characterization of spatially extended systems. Besides of being a
measure of regularity, this operator permits to quantify the
degree of phase disorder associated with a given gradient field.
An application of GEF to the analysis of the gradient pattern
dynamics of a logistic Coupled Map Lattice is presented.
Simulations using a Gaussian and random initial condition, provide
interesting insights on the system gradual transition from
order/symmetry to disorder/randomness.",
copyholder = "SID/SCD",
issn = "0378-4371",
language = "en",
targetfile = "generalized complex.pdf",
urlaccessdate = "15 jun. 2024"
}