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Kazuyuki Yoshimura

Publications and source records attributed to Kazuyuki Yoshimura.

4 recordsLinked to original sources

No change between the serum brain-derived neurotrophic factor in female patients with anorexia nervosa before and after partial weight recovery.

BACKGROUND: Brain-derived neurotrophic factor (BDNF) is a member of the nerve growth factor family. Several lines of evidence indicate that BDNF plays a role in the pathophysiology of eating disorders (ED). We found that serum BDNF levels in patients with ED were significantly lower than in normal controls. The aim of this longitudinal study was to compare serum BDNF levels in patients with anorexia nervosa (AN) before (n=13, initial mean body mass index (BMI)=14.2 kg/m(2)+/-0.7) and after partial recovery (mean BMI=16.2 kg/m(2)+/-1.7, mean weight gain 5.0 kg+/-2.0), with age-matched normal control subjects (n=17, mean BMI=20.4 kg/m(2)+/-1.5). METHODS: Eating related psychopathology and depressive symptoms were evaluated before and after partial weight recovery, using the Eating Disorder Inventory-2 (EDI-2) and the 17-item Hamilton Depression Rating Scale (HDRS). Serum BDNF levels were measured using a sandwich enzyme-linked immunosorbent assay. RESULTS: Serum BDNF levels with the AN patients (14.5+/-4.4 ng/ml) were significantly (p<0.01) lower than in control subjects (22.1+/-8.9 ng/ml). There were no significant differences in serum BDNF levels between the patients with AN before (14.5+/-4.4 ng/ml) and after (17.2+/-6.9 ng/ml) partial weight recovery. In all subjects, there was a positive correlation (r=0.5, p<0.01) between the baseline BDNF levels and the EDI-2 scores (n=30). Furthermore, in all subjects there was a positive correlation (r=0.4, p<0.05) between the BDNF levels and the BMI. CONCLUSIONS: Serum BDNF levels did not change after partial weight recovery in AN patients. Our results suggest that an alteration of the serum BDNF in AN patients is not due to changes in body weight. Thus, other possible mechanisms that could be related to low serum BDNF levels in AN patients should be evaluated.

Adolescent↗

Modulational instability of zone boundary mode in nonlinear lattices: rigorous results.

We study the modulational instability of the zone boundary mode in nonlinear lattices with generic polynomial potentials. We present an exact expression of the instability growth rate in the high energy limit. The unstable wave number range and the most unstable wave number are obtained. Relevance of the present results on an energy localization state, which appears after growth of the modulational instability, is also discussed.

Journal Article↗

Deterministic stochastic resonance in a Rössler oscillator.

We discuss the characteristics of stochastic resonancelike behavior observed in a deterministic system. If a periodically forced Rössler oscillator strays from the phase locking state, it exhibits the intermittent behavior known as phase slips. When the periodic force is modulated by a weak signal, the phase slips synchronize with the weak signal statistically. We numerically demonstrate, in terms of interslip intervals and signal to noise ratio, that the maximum synchronization can be achieved with the optimum intensity of chaotic fluctuations. It is shown that the stochastic resonancelike behavior can be observed regardless of the choice of parameters. The frequency dependence of the signal indicates that there is an optimum frequency for the maximum resonance. The phase slip rate is derived based on the fact that the phase slips are caused by a boundary crisis caused by an unstable-unstable pair bifurcation. The interslip distributions obtained from the derived slip rate and the approximation theory of the time-dependent Poisson process agree with those obtained by numerical simulations. In addition, the maximum enhancement of a weak signal is shown to be achieved by adjusting the chaotic fluctuations even if a signal becomes mixed with noise.

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Dynamical origin of deterministic stochastic resonance.

We numerically demonstrate stochastic-resonance-like behavior in a deterministic chaotic oscillator system, using a modified Rössler system driven by a sinusoidal external force: intermittent 2 pi phase slips between the system and the external force synchronize with a periodic input signal that weakly modulates the external force in an appropriate parameter range. We show that the dynamical mechanism of this stochastic-resonance-like behavior is explained by a boundary crisis that depends on two bifurcation parameters.

Journal Article↗