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Decay of small odd solutions for long range Schrödinger and Hartree equations in one dimension
(IOP Publishing, 2020)
We consider the long time asymptotics of (not necessarily small) odd solutions
to the nonlinear Schrödinger equation with semi-linear and nonlocal Hartree
nonlinearities, in one dimension of space. We assume data in the ...
Negative specific heat in a Lennard-Jones-like gas with long-range interactions
(2002-03)
We study, through molecular dynamics, a conservative two-dimensional Lennard-Jones-like gas (with attractive potential ∝r−α). We consider the effect of the range index α of interactions, number of particles, total energy ...
Memory and long-range correlations in chess games
(Elsevier Science, 2013-09)
In this paper we report the existence of long-range memory in the opening moves of a chronologically ordered set of chess games using an extensive chess database. We used two mapping rules to build discrete time series and ...
Long-range Dependence And Approximate Bayesian Computation
(Taylor & Francis IncPhiladelphia, 2017)
Memory and long-range correlations in chess games
(2014)
In this paper we report the existence of long-range memory in the opening moves of a chronologically ordered set of chess games using an extensive chess database. We used two mapping rules to build discrete time series and ...
Spin liquid versus long-range magnetic order in the frustrated body-centered-tetragonal lattice
(PHYSICAL REVIEW B, 2016-10-17)
Monitoreo de concentración de monóxido de carbono usando tecnología Long-RangeCarbon Monoxide Concentration Monitoring Using Long-Rang Technology
(Universidad Politécnica Salesiana, 2017)
Very long-range correlations (nJC,H n > 3) in HMBC spectra
(2008)
The structural elucidation of natural products and complex organic molecules relies heavily on the application of proton detected heteronuclear NMR. Among these techniques, the HMBC NMR experiment remains as the most popular ...
Fast long-range connections in transportation networks
(ELSEVIER SCIENCE BV, 2011)
Multidimensional scaling is applied in order to visualize an analogue of the small-world effect implied by edges having different displacement velocities in transportation networks. Our findings are illustrated for two ...