Equivalence of conditions on initial data below the ground state to NLS with a repulsive inverse power potential
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DOI: 10.1063/5.0082891
Abstract: In this paper, we consider the nonlinear Schrödinger equation (NLS) with a repulsive inverse power potential. First, we show some global well-posedness results and “blow-up or grow-up” results below the ground state without the potential.… read more here.
Keywords: ground state; repulsive inverse; inverse power; power potential ... See more keywords
Differential Inverse Power Series Rings with Quasi-Armendariz-like Condition
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DOI: 10.1142/s1005386718000421
Abstract: A generalization of semiprime rings and right p.q.-Baer rings, which we call quasi-Armendariz rings of differential inverse power series type (or simply, [Formula: see text]-quasi-Armendariz), is introduced and studied. It is shown that the [Formula:… read more here.
Keywords: differential inverse; inverse power; quasi armendariz; power series ... See more keywords
A Compound Class of Inverse-Power Muth and Power Series Distributions
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DOI: 10.3390/axioms12040383
Abstract: This paper introduces the inverse-power Muth power series model, which is a composition of the inverse-power Muth and the class of power series distributions. The use of the Bell distribution in this context is emphasized… read more here.
Keywords: inverse power; power muth; power series; power ... See more keywords
Inverse Power Akash Probability Distribution with Applications
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DOI: 10.34198/ejms.6121.132
Abstract: This paper introduces an inverse power Akash distribution as a generalization of the Akash distribution to provide better fits than the Akash distribution and some of its known extensions. The fundamental properties of the proposed… read more here.
Keywords: inverse power; akash; power akash; distribution ... See more keywords