Publications by authors named "R R Deza"

The training of human resources for health (HRH) is a recurring concern. The Virtual Campus for Public Health (VCPH) - the educational platform of the Pan American Health Organization (PAHO) - seeks to improve access to public health education, emphasizing leadership training for teams that plan, implement, and evaluate policies and educational initiatives.The objective of this work is to present the results of a consultation with experts on the virtual course "Leadership for Educational Management in Health Organizations", as part of a PAHO/VCPH strategy to strengthen leadership capacities for educational management in the Americas.

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Purkinje cells exhibit a reduction of the mean firing rate at intermediate-noise intensities, which is somewhat reminiscent of the response enhancement known as "stochastic resonance" (SR). Although the comparison with the stochastic resonance ends here, the current phenomenon has been given the name "inverse stochastic resonance" (ISR). Recent research has demonstrated that the ISR effect, like its close relative "nonstandard SR" [or, more correctly, noise-induced activity amplification (NIAA)], has been shown to stem from the weak-noise quenching of the initial distribution, in bistable regimes where the metastable state has a larger attraction basin than the global minimum.

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We have devised an experiment whereby a bistable system is confined away from its deterministic attractors by means of multiplicative noise. Together with previous numerical results, our experimental results validate the hypothesis that the higher the slope of the noise's multiplicative factor, the more it shifts the stationary states.

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Stochastic dissipative solitons.

Phys Rev E Stat Nonlin Soft Matter Phys

September 2015

By the effect of aggregating currents, some systems display an effective diffusion coefficient that becomes negative in a range of the order parameter, giving rise to bistability among homogeneous states (HSs). By applying a proper multiplicative noise, localized (pinning) states are shown to become stable at the expense of one of the HSs. They are, however, not static, but their location fluctuates with a variance that increases with the noise intensity.

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We introduce a simple model describing a mechanism for transient pattern formation driven by subdominant attractive forces. The patterns can be stabilized if they are confined by means of a particular multiplicative noise into the region where such mechanism is active. The scope of the results appears to transcend the original application context.

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