- meteorology,
geophysics and more.[citation needed] The
origin of
multifractality in
sequential (time series) data has been
attributed to mathematical...
- The
Tweedie compound Poisson–gamma
distribution has
served to
model multifractality based on
local variations in the
Tweedie exponent α. Consequently,...
-
application of
statistical methods to
economic data), the Markov-switching
multifractal (MSM) is a
model of ****et
returns developed by
Laurent E.
Calvet and...
-
dynamics he is
known for
having introduced,
together with
Uriel Frisch,
multifractal models to
describe the
phenomenon of
intermittency in
turbulent flows...
- the Koch snowflake.
Qualitative self-similarity: as in a time
series Multifractal scaling:
characterized by more than one
fractal dimension or scaling...
-
studies of parti****tion
numbers obtained by
exact diagonalization,
multifractal properties,
level statistics and many others.
Especially fruitful is...
- 1086/497125. S2CID 14905675. Mureika, J. R. & Dyer, C. C. (2004). "Review:
Multifractal Analysis of
Packed Swiss Cheese Cosmologies".
General Relativity and...
-
International Journal for the Arts. J.R. Mureika, C.C. Dyer, G.C. Cupchik, "
Multifractal Structure in
Nonrepresentational Art",
Physical Review E, vol. 72, 046101-1-15...
- that
produces the Sierpiński triangle.
Ornstein and
others describe a
multifractal system,
where instead of
working in a
fixed base, one
works in a variable...
- the
purely empirical ETAS
linear model. The
basic ****umption of this "
Multifractal stress activated"
model is that, at any
place and time, the
local failure...
