Results 271 to 280 of about 37,610 (289)
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Asymmetry among Hering primaries thwarts the Inverted spectrum argument
Behavioral and Brain Sciences, 1999Purest points of Hering's six primary colors reside at different levels of lightness such that inversion of each hue pair would be detectable in subjects' choice of foci on the Munsell array. An inverted spectrum would not impose the isomorphism constraint on a contrast of red-green or yellow-blue, whatever we conclude about inference in functionalism.
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Eating Disorders, 2012
This article builds on the argument of a link between behaviours observed in persons with autism spectrum disorders and persons with anorexia nervosa. In describing these behaviours, a link is made between deficits in social cognition, lack of flexible and creative thinking, theory of mind, and deficits in early pretend play ability. Early pretend play
Genevieve, Pepin, Karen, Stagnitti
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This article builds on the argument of a link between behaviours observed in persons with autism spectrum disorders and persons with anorexia nervosa. In describing these behaviours, a link is made between deficits in social cognition, lack of flexible and creative thinking, theory of mind, and deficits in early pretend play ability. Early pretend play
Genevieve, Pepin, Karen, Stagnitti
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Nonlinear Analysis, 2004
It is shown that \[ x''(t)+ p(t) x(t)= q x([t])+ f(t)\tag{\(*\)} \] has a unique almost-periodic (ap) solution \(x\) on \(\mathbb{R}\), with Bohr spectrum \(\sigma_B(x)\subset \sigma_B(f)+ 2\pi\mathbb{Z}\), provided \(p:\mathbb{R}\to \mathbb{R}\) is continuous with period \(1\), \(0\neq q\) and real, \(f\) ap, \(q \int^1_0 v(s)\,ds\neq 1\) with \(v ...
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It is shown that \[ x''(t)+ p(t) x(t)= q x([t])+ f(t)\tag{\(*\)} \] has a unique almost-periodic (ap) solution \(x\) on \(\mathbb{R}\), with Bohr spectrum \(\sigma_B(x)\subset \sigma_B(f)+ 2\pi\mathbb{Z}\), provided \(p:\mathbb{R}\to \mathbb{R}\) is continuous with period \(1\), \(0\neq q\) and real, \(f\) ap, \(q \int^1_0 v(s)\,ds\neq 1\) with \(v ...
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Acta Mathematica Sinica, English Series, 2011
The paper deals with the spectrum relation of almost periodic solution to second order neutral delay-differential equations with piecewise constant argument of the form \[ (x(t)+px(t-1))''= qx([t])+f(t), \tag{1} \] where \(f\) is a real valued almost periodic function, \(q\) and \(p\) are nonzero constants with \(| p| \neq 1\).
Wang, Li, Yuan, Rong, Zhang, Chuan Yi
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The paper deals with the spectrum relation of almost periodic solution to second order neutral delay-differential equations with piecewise constant argument of the form \[ (x(t)+px(t-1))''= qx([t])+f(t), \tag{1} \] where \(f\) is a real valued almost periodic function, \(q\) and \(p\) are nonzero constants with \(| p| \neq 1\).
Wang, Li, Yuan, Rong, Zhang, Chuan Yi
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Bipolar Disorders, 2019
AbstractBackgroundSeveral studies have challenged the traditional unipolar‐bipolar dichotomy in favor of a more dimensional approach.ObjectiveTo evaluate the differences in mood spectrum between patients with bipolar disorder (BD) and major depressive disorder (MDD) during a major depressive episode (MDE).MethodStudy participants were 145 patients with
Cuomo, A. +9 more
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AbstractBackgroundSeveral studies have challenged the traditional unipolar‐bipolar dichotomy in favor of a more dimensional approach.ObjectiveTo evaluate the differences in mood spectrum between patients with bipolar disorder (BD) and major depressive disorder (MDD) during a major depressive episode (MDE).MethodStudy participants were 145 patients with
Cuomo, A. +9 more
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Are Spectrum Arguments Defused by Vagueness?
Australasian Journal of Philosophy, 2022Teruji Thomas
exaly
Early sensitivity to arguments: How preschoolers weight circular arguments
Journal of Experimental Child Psychology, 2014Hugo Mercier +2 more
exaly

