非二元性选择函数的Arrow不可能性定理

本文研究了非二元性选择问题,通过构造非二元性选择函数形式的不可能性定理,证明了在非二元性选择环境下Arrow不可能定理仍然成立.所得结论表明导致选择函数形式的不可能性结论的根本原因不是选择函数的“二元性”.

独立决定和非二元性选择函数的Arrow不可能性定理

研究Arrow不可能性定理的弱化问题,将独立不相关条件(IIA)弱化为独立相关决定条件,证明在非二元性选择函数环境下对IIA弱化后Arrow不可能性定理仍然成立,并将它推广到选择函数不具有连通性的群格序决策问题。所得结论表明导致IIA弱化后,不可能性定理仍然成立的根本原因不是选择函数的连通性。

非二元性选择函数最小决定集的唯一存在性

研究社会选择理论中非二元性选择函数的最小决定集的唯一存在性条件。首先介绍非二元性选择函数的概念 ,然后将最小决定集的概念推广到非二元性选择函数的一般情形 ,最后给出 k-集可行性条件下最小决定集的唯一存在性条件。

群体决策中非二元性选择问题的最小决定集

本文研究了社会选择问题中非二元性选择函数的最小决定集的作用,将最小决定集的概念引入到非二元性选择环境,提出了非二元性选择函数的最小决定集的存在性条件,为群体决策提供了理论依据.

对非二元性选择函数和独立决定性进一步的研究

进一步分析了非二元性选择函数的相关条件与Quesada提出的t元相关独立决定性条件,在非二元性选择环境下,用Quesada提出的条件弱化了Arrow不可能定中无关方案独立性条件,所得结论表明Arrow不可能定中无关方案独立性条件和连同性可以同时弱化.

爱克哈特大师的非二元性思想——纪念爱克哈特大师诞生750周年

神秘神学并非让人进入到某种非理性内,通过否定和无执,神秘神学揭示出另类的认知和现实。建立在时间和空间背景上的表象思维,它无法领会诸如三位一体、道成肉身、圣爱的意义。倒是通过神圣的生命现象,圣爱的现象,差异性与同一性呈现出一种闻所未闻的关系来,这种关系在时空的存在物中是不会出现的。经由爱的感悟,爱克哈特(MasterEckhart,约1260—1328)大师认识到,神与世界,神与人之间存在着一种非同寻常的,非二元性的关系。正是在爱克哈特大师的这种非二元性思想之上,后来黑格尔在时空世界(康德)与神圣世界(基督教信仰)之间所做的综合获得了理解的线索。

非一致性选择环境中的最小决定集及其唯一存在性

研究在社会选择理论中,将独立无关性条件弱化为独立决定条件时选择函数最小决定集的唯一存在性条件。首先介绍了一致性条件和理性化的概念,然后在不要求满足内部一致性或选择函数合理性时,给出选择函数存在唯一最小决定集的条件,并将这一结论推广到非二元性选择函数的一般情形,最后给出了证明。

定义域有约束的非寡头独裁不可能性定理

研究了定义域有约束的选择函数形式的Ｓｅｎ－Ｇｉｂｂａｒｄ不可能性定理．通过对现有不可能性定理中完备定义域条件的修改，给出了一种有约束的定义域，并导出了该条件下的Ｓｅｎ－Ｇｉｂｂａｒｄ非寡头独裁不可能性定理，所得结论表明定义域的完备性并不是产生不可能性结论的根本原因．

独立决定条件ⅡA(S_2)下的最小决定集及唯一存在性

研究了当独立决定条件ⅡA(S1)弱化为ⅡA(S2)时,在非二元性选择环境下,选择函数的最小决定集及其唯一存在性.证明了在k-集可行性条件、无约束域条件、Pareto优化准则和独立决定条件ⅡA(S2)下,选择函数存在唯一的最小否定集和最小决定集.进而证明了在上述条件下,选择函数满足独立决定条件ⅡA(S2)的充分必要条件不是独裁者,而是寡头控制.

巴斯卡元实在哲学研析

元实在哲学是巴斯卡在其批判实在论思想基础上提出的新学说,是一种更加新颖的认识论和方法论。批判实在论思想是元实在哲学的理论基石,非二元性和基态是元实在哲学的基本思想,解放与自由是元实在哲学的核心精神。元实在哲学在个人自我实现与社会改造之间架设了一座认识通达的桥梁,为社会科学哲学的研究,提供了一种崭新的视角。

Free dendritic growth model incorporating interfacial nonisosolutal nature due to normal velocity variation

Considering both the effects of the interfacial normal velocity dependence of solute segregation and the local nonequilibrium solute diffusion,an extended free dendritic growth model was analyzed.Compared with the predictions from the dendritic model with isosolutal interface assumption,the transition from solutal dendrite to thermal dendrite moves to higher undercoolings,i.e.,the region of undercoolings with solute controlled growth is extended.At high undercoolings,the transition from the mainly thermal-controlled growth to the purely thermal-controlled growth is not sharp as predicted by the isosolute model,but occurs in a range of undercooling,due to both the effects of the interfacial normal velocity dependence of solute segregation and the local nonequilibrium solute diffusion.Model test indicates that the present model can give a satisfactory agreement with the available experimental data for the Ni-0.7% B（mole fraction） alloy.

Constitutive equations of 1060 pure aluminum based on modified double multiple nonlinear regression model

In order to study the work-ability and establish the optimum hot formation processing parameters for industrial 1060 pure aluminum, the compressive deformation behavior of pure aluminum was investigated at temperatures of 523?823 K and strain rates of 0.005?10 s?1 on a Gleeble?1500 thermo-simulation machine. The influence rule of processing parameters (strain, strain rate and temperature) on flow stress of pure aluminum was investigated. Nine analysis factors consisting of material parameters and according weights were optimized. Then, the constitutive equations of multilevel series rules, multilevel parallel rules and multilevel series &parallel rules were established. The correlation coefficients (R) are 0.992, 0.988 and 0.990, respectively, and the average absolute relative errors (AAREs) are 6.77%, 8.70% and 7.63%, respectively, which proves that the constitutive equations of multilevel series rules can predict the flow stress of pure aluminum with good correlation and precision.

Iterative Solutions for a Non-monotone BinaryOperator Equations and Operator System of Equations

By using the theory of the cone and partial ordering. It is studied that the existence and uniqueness of solutions for a non-monotone binary operator equation A(x, x)= x and operator system of equations A(x,x)=x,B(x,x)=x in Banach spaces. Where A and B can be decomposed A=A1+A2, B=B1+B2,A1 and B1 are mixed monotone, A2 and B2 are anti-mixed monotone. The results presented here improve and generalize some corresponding results of mixed monotone operator equations.

Identification of variety of rice and determination of content of each rice in mixtures of two rices by nonlinear chemical analysis

Fingerprints of two varieties of rice and their mixtures were investigated by a nonlinear chemical reaction system consisting of rice components,sodium bromate,manganese sulfate,sulfuric acid and acetone.The variety of rice was identified by the visual characteristic of fingerprint and system similarity pattern recognition,and the content of each variety of rice in the mixture was determined by the quantitative information of fingerprint.The results show that nonlinear chemical analysis may be used to exactly identify the variety of pure rice and to accurately determine the content of each variety of rice in the mixture,indicating the method is simple and convenient.

Two Dimensional Fully Nonlinear Numerical Wave Tank Based on the BEM

The development of a two dimensional numerical wave tank （NWT） with a rocker or piston type wavemaker based on the high order boundary element method （BEM） and mixed Eulerian-Lagrangian （MEL） is examined. The cauchy principle value （CPV） integral is calculated by a special Gauss type quadrature and a change of variable. In addition the explicit truncated Taylor expansion formula is employed in the time-stepping process. A modified double nodes method is assumed to tackle the comer problem, as well as the damping zone technique is used to absorb the propagation of the free surface wave at the end of the tank. A variety of waves are generated by the NWT, for example; a monochromatic wave, solitary wave and irregular wave. The results confirm the NWT model is efficient and stable.

王水

王水在创作中运用复杂技术呈现缥缈质感,其艺术实践涉猎广泛,在多层次的绘画、装置与影像中糅入诗意与控制论。王水在上海外滩美术馆的个展“生生”(poiesis)力图呈现他对人机之间替代性合作模式的艺术探索,这位非二元性别艺术家将该模式称为“融合多方动因”(integrating diverse agents)。八幅“生生”系列铝板地面绘画是本次展览的全新委托创作,它们将在展期内多次变换其排列组合。

禅宗、身体美学与王维的诗及其翻译

本文以王维的《山居秋暝》及其五个英译本为透视焦点,从中国禅宗与西方身体美学两个不同的角度进行深入的解读。为了展现出中国与西方、古代与现代之间的跨文化联系与阐释,本文以"非二元性"为基础强调了中国禅宗与身体美学理论之间的共同性。在文中,"非二元性"不仅指对传统的二元对立的概念(例如动/静、内/外、主体/客体、身体/精神、人/自然这些在王维的《山居秋暝》中已阐明的概念)的超越,也指不同文化之间的沟通与相互超越。本文把文本翻译的过程看作是一种跨文化的媒介交互作用的模式,这种话语模式超越了一般意义上的口头与书面话语。

Multivariate Vector Valued Salzer's Theorem

In this paper, the important Salzer's theorem for rational interpolation is generalized to the multivariate vector valued case.

Duality for cochain DG algebras

This paper develops a duality theory for connected cochain DG algebras,with particular emphasis on the non-commutative aspects.One of the main items is a dualizing DG module which induces a duality between the derived categories of DG left-modules and DG right-modules with finitely generated cohomology.As an application,it is proved that if the canonical module k=A/A≥1 has a semi-free resolution where the cohomological degree of the generators is bounded above,then the same is true for each DG module with finitely generated cohomology.

The Bargmann Symmetry Constraint and Binary Nonlinearization of the Super Dirac Systems

An explicit Bargmann symmetry constraint is computed and its associated binary nonlinearization of Lax pairs is carried out for the super Dirac systems. Under the obtained symmetry constraint, the n-th flow of the super Dirac hierarchy is decomposed into two super finite-diinensional integrable Hamiltonian systems, defined over the super- symmetry manifold R^4N{2N with the corresponding dynamical variables x and tn. The integrals of motion required for Liouville integrability are explicitly given.