The effect of temperature (below denaturation temperature) on protein foam formation and stabilization is potentially large, but has received little attention. This study aims to identify the effect of temperature (15–60 °C) on ovalbumin-stabilized foams at different concentrations (0.05–50 g L−1), and place this in a theoretical perspective. With ...
The effect of temperature (below denaturation temperature) on protein foam formation and stabilization is potentially large, but has received little attention. This study aims to identify the effect of temperature (15–60 °C) on ovalbumin-stabilized foams at different concentrations (0.05–50 g L−1), and place this in a theoretical perspective. With ...
The effect of temperature (below denaturation temperature) on protein foam formation and stabilization is potentially large, but has received little attention. This study aims to identify the effect of temperature (15–60 °C) on ovalbumin-stabilized foams at different concentrations (0.05–50 g L−1), and place this in a theoretical perspective. With ...
The effect of temperature (below denaturation temperature) on protein foam formation and stabilization is potentially large, but has received little attention. This study aims to identify the effect of temperature (15–60 °C) on ovalbumin-stabilized foams at different concentrations (0.05–50 g L−1), and place this in a theoretical perspective. With ...
Published in Dementia and Geriatric Cognitive Disorders
Background/Aims: We investigated the efficacy of a combined exercise and cognitive training system that we devised for improvement of attention and concentration, cognition, and activities of daily living in older adults with dementia. Methods: A total of 100 dementia patients were randomly assigned to an intervention group or a control group. The ...
We study dynamical properties of blowup solutions to the focusing L 2-supercritical nonlinear fractional Schrödinger equation i∂ t u−(−∆) s u = −|u| α u on [0, +∞)×R d , where d ≥ 2, d 2d−1 ≤ s
We study dynamical properties of blowup solutions to the focusing L 2-supercritical nonlinear fractional Schrödinger equation i∂ t u−(−∆) s u = −|u| α u on [0, +∞)×R d , where d ≥ 2, d 2d−1 ≤ s
We study dynamical properties of blowup solutions to the focusing L 2-supercritical nonlinear fractional Schrödinger equation i∂ t u−(−∆) s u = −|u| α u on [0, +∞)×R d , where d ≥ 2, d 2d−1 ≤ s
We study dynamical properties of blowup solutions to the focusing L 2-supercritical nonlinear fractional Schrödinger equation i∂ t u−(−∆) s u = −|u| α u on [0, +∞)×R d , where d ≥ 2, d 2d−1 ≤ s
We study dynamical properties of blowup solutions to the focusing L 2-supercritical nonlinear fractional Schrödinger equation i∂ t u−(−∆) s u = −|u| α u on [0, +∞)×R d , where d ≥ 2, d 2d−1 ≤ s
