Results 261 to 270 of about 10,766,583 (291)
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A TOPOLOGY ON A HYPER BCK-ALGEBRA VIA LEFT APPLICATION OF A HYPER ORDER
JP Journal of Algebra, Number Theory and Applications, 2018Summary: Given a hyper BCK-algebra \((H,\ast,0)\) and \(A\subseteq H\), we define \(L_H(A)=\{x\in H:x\ll a,\forall a\in A\}=\{x\in H:0\in x\ast a, \forall a\in A\}\). In this paper, we show that the family \(\mathcal{B}_L(H)\) consisting of the sets \(L_H(A)\), where \(A\) ranges over all nonempty subsets of \(H\), forms a base for some topology on \(H\
Patangan, Rachel M. +1 more
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Generalized transitivity and preferences modelling: The concept of Hyper-Order
European Journal of Operational Research, 1988zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Complex Variables and Elliptic Equations, 2003
This article studies the problem on the fixed points and hyper-order of differential polynomials generated by solutions of two type of second order differential equations. Because of the control of differential equation, we can obtain some precise estimates of their hyper-order and fixed points.
Hong-Xun Yi
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This article studies the problem on the fixed points and hyper-order of differential polynomials generated by solutions of two type of second order differential equations. Because of the control of differential equation, we can obtain some precise estimates of their hyper-order and fixed points.
Hong-Xun Yi
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The Modern State and the Society of Hyper-Order to 1939
2020Abstract For the past 200 years the defining feature of most domestic contests between Western governments and armed opponents has tended to be their lopsided asymmetry. Since the later nineteenth century a recurrent phenomenon of Western societies have been hopeless micro-insurrections mounted against stable societies: the armed ...
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The Modern State and the Society of Hyper-Order from 1939
2020Abstract This chapter serves as a companion to its predecessor. It surveys the temporary dislocation of state power across much of Europe during the Second World War: before turning to its reinforcement and enhancement in the decades that followed.
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Estimates for The Hyper-Order of Solutions of Certain Linear Differential Equations
Acta Mathematica Scientia, 2008Abstract In this article, the authors study the growth of certain second order linear differential equation f ″ + A ( z ) f ′ + B ( z ) f = 0 and give precise estimates for the hyper-order of solutions of infinite order. Under similar conditions, higher order differential equations will be considered.
Jiang Liangying, Chen Zongxuan
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In this paper, we obtain a precise estimation of the hyper order of solutions for a class of second order linear differential equations, and investigate the condition of the existence of nontrivial subnormal solution for a class of second order periodic equations. These results generalize the results of Gundersen, Steinbart [5] and Wittich [10].
Zong-Xuan Chen
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On hyper-order of meromorphic solutions of first-order algebraic differential equations
Acta Mathematica Scientia, 2001Let \(\sum_{k,j\geq 0}\varphi_{k,j} (z)w^k(w')^j=0\) be an algebraic differential equation of first order, where the coefficients \(\varphi_{k,j}\) are entire functions of finite order. The authors prove that if \(h\) is a meromorphic solution of this algebraic differential equation then either \(\nu(h) \leq\max_{k,j} \sigma (\varphi_{k,j})\) or ...
Li, Yezhou, Feng, Shaoji
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Analysis Mathematica, 2021
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Banerjee, A., Roy, A.
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Banerjee, A., Roy, A.
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Hyper-order of solutions to a class of nonlinear complex differential equations
Journal of Dynamical Systems & Geometric TheoriesThis study focuses on analyzing the hyper-order associated with meromorphic solutions of nonlinear complex differential equations represented by 𝒫[𝒈] – Q𝒈γ𝒫 = R, where 𝒫[𝒈] denotes a differential polynomial in 𝒈, γ𝒫 indicates for the degree of 𝒫[𝒈], and the coefficients of 𝒫[𝒈], along with Q = Q(z) and R = R(z), satisfy certain prescribed growth ...
Manab Biswas +2 more
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