8,641 research outputs found

    Completely Monotonic Functions Related to the Gamma Functions

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    The Best Bounds in Wallis' Inequality

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    A Complete Monotonicity of the Gamma Function

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    The function 1/x ln Ī“(x+1)āˆ’ln x+1 is strictly completely monotonic on (0,āˆž)

    On Integral Version of Alzer's Inequality and Martins' Inequality

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    Logarithmically Completely Monotonic Ratios of Mean Values and an Application

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    In the article, some strictly Logarithmically completely monotonic ratios of mean values are presented

    Monotonicity and Inequalities for Ratio of the Generalized Logarithmic Means

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    Let c > b > a > 0 be real numbers. Then the function f(r) = Lr(a,b)/Lr(a,c) is strictly decreasing on (āˆ’āˆž,āˆž), where Lr(a, b) denotes the generalized (extended) logarithmic mean of two positive numbers a and b

    The disappearance of a narrow Mg II absorption system in quasar SDSS J165501.31+260517.4

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    In this letter, we present for the first time, the discovery of the disappearance of a narrow Mg II Ī»Ī»2796,2803\lambda\lambda2796,2803 absorption system from the spectra of quasar SDSS J165501.31+260517.4 (ze=1.8671z_{\rm e}=1.8671). This absorber is located at zabs=1.7877z_{\rm abs} =1.7877, and has a velocity offset of 8,423Ā kmĀ sāˆ’18,423\rm ~km~s^{-1} with respect to the quasar. According to the velocity offset and the line variability, this narrow Mg II Ī»Ī»2796,2803\lambda\lambda2796,2803 absorption system is likely intrinsic to the quasar. Since the corresponding UV continuum emission and the absorption lines of another narrow Mg II Ī»Ī»2796,2803\lambda\lambda2796,2803 absorption system at zabs=1.8656z_{\rm abs}=1.8656 are very stable, we think that the disappearance of the absorption system is unlikely to be caused by the change in ionization of absorption gas. Instead, it likely arises from the motion of the absorption gas across the line of sight
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