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Iterative methods based on polynomial interpolation filters to detect discontinuities and recover point values from Fourier data
(Ieee-inst Electrical Electronics Engineers IncPiscatawayEUA, 2005)
Detection of edges from spectral data: New results
(Academic Press Inc Elsevier ScienceSan DiegoEUA, 2007)
Iterative methods based on spline approximations to detect discontinuities from Fourier data
(Elsevier Science BvAmsterdamHolanda, 2010)
SOME RESULTS ON THE CONVERGENCE OF SAMPLING SERIES BASED ON CONVOLUTION INTEGRALS
(Siam PublicationsPhiladelphia, 1995)
Sensitive dependence of gibbs measures at low temperatures
(2015)
The Gibbs measures of an interaction can behave chaotically as the temperature drops to zero. We observe that for some classical lattice systems there are interactions exhibiting a related phenomenon of sensitive dependence ...
Sensitive dependence of Gibbs measures
(2014)
The main theme is the behaviour of Gibbs measures
as the temperature goes to zero, in statistical mechanics and in
the thermodynamic formalism. Roughly speaking, the
phenomenon of "chaotic temperature dependence" is ...
Sensitive dependence of geometric Gibbs measures of one-dimensional maps
(2015)
For some classical lattice systems, it is known that
Gibbs measures can behave chaotically as the temperature
drops to zero. For geometric Gibbs measures of
one-dimensional maps, we exhibit a phenomenon sensitive
dependence: ...
Sensitive dependence of geometric Gibbs measures of one-dimensional maps
(2015)
For some classical lattice systems, it is known that
Gibbs measures can behave chaotically as the temperature
drops to zero. For geometric Gibbs measures of
one-dimensional maps, we exhibit a related phenomenon of
sensitive ...