Solving Arithmetic Word Problems of Entailing Deep Implicit Relations by Qualia Syntax-Semantic Model

Solving arithmetic word problems that entail deep implicit relations is still a challenging problem.However,significant progress has been made in solving Arithmetic Word Problems(AWP)over the past six decades.This paper proposes to discover deep implicit relations by qualia inference to solve Arithmetic Word Problems entailing Deep Implicit Relations(DIR-AWP),such as entailing commonsense or subject-domain knowledge involved in the problem-solving process.This paper proposes to take three steps to solve DIR-AWPs,in which the first three steps are used to conduct the qualia inference process.The first step uses the prepared set of qualia-quantity models to identify qualia scenes from the explicit relations extracted by the Syntax-Semantic(S2)method from the given problem.The second step adds missing entities and deep implicit relations in order using the identified qualia scenes and the qualia-quantity models,respectively.The third step distills the relations for solving the given problem by pruning the spare branches of the qualia dependency graph of all the acquired relations.The research contributes to the field by presenting a comprehensive approach combining explicit and implicit knowledge to enhance reasoning abilities.The experimental results on Math23K demonstrate hat the proposed algorithm is superior to the baseline algorithms in solving AWPs requiring deep implicit relations.

SOME IDENTITY RELATIONS BETWEEN PLANE PROBLEMS FOR VISCO-AND ELASTICITY

In this paper.the boundary value problems of plane problems with a simply-ormultiply-connected domain for isotropic linear visca-elosticity are first established byterms of Airy stress function F(Xu t). Secondly some identity relations betweendisplacements and stresses for plane problems of sisco-and elasticity are discussed indetait and some meaningful conclusions are obtained As an example the deformationresponse for viscoelastic plate with a small circular hote at the center is analyzed undera uniasial uniform extension.

The Shanghai Cooperation Organization （SCO）： Prospects and Problems in Russia-China Relations

After the collapse of Soviet Union, both Russia and China started to normalize their bilateral relations. Russia lost her geopolitical sphere and China started to broaden his influence in Asian-Pacific and Central Asian regions. The function of the Shanghai Cooperation Organization （SCO） is changing from symbolic to more substantial cooperation. It seems to be that the SCO plays multiple roles in Russia-China relations both in anti-terrorism and in energy economy. This paper is devoted to exploring the functions of the SCO and to seeing the problems in furthering Russia-China relations

WEAK CONVERGENCE THEOREMS FOR GENERAL EQUILIBRIUM PROBLEMS AND VARIATIONAL INEQUALITY PROBLEMS AND FIXED POINT PROBLEMS IN BANACH SPACES

In this paper, we introduce two new iterative algorithms for finding a common element of the set of solutions of a general equilibrium problem and the set of solutions of the variational inequality for an inverse-strongly monotone operator and the set of common fixed points of two infinite families of relatively nonexpansive mappings or the set of common fixed points of an infinite family of relatively quasi-nonexpansive mappings in Banach spaces. Then we study the weak convergence of the two iterative sequences. Our results improve and extend the results announced by many others.

Emotional and Behavioral Problems of Left-Behind Children in Impoverished Rural China:A Comparative Cross-Sectional Study of First Grade Junior High School

Objective:To investigate the prevalence of emotional and behavioral problems and related factors of left-behind children in impoverished rural China(mainly in thefirst grade of junior high school).Methods:A cross-sectional survey of rural households in 27 poverty-stricken counties in 12 provinces across China was conducted using the Strengths and Difficulties Questionnaire(SDQ).Results:The prevalence of emotional and behavioral problems in left-behind children was 11.7%,and that of non-left-behind children was 8.9%.There was statistical difference between the two groups(P<0.01).There are no differences between the two groups in terms of the various factors of SDQ.The incidence of insomnia in the left-behind group was 58.3%,which was higher than that in the non-left-behind group 50.9%(P<0.01);loneliness(62.1%vs.51.8%,P<0.01);running away from home(23.1%vs.18.8%,P<0.01),and self-injury behavior(16.8%vs.12.2%,P<0.01).Left-behind children are more likely to have negative psychological feelings including insomnia,loneliness,self-injury,and run away from home.They also experienced more bullying including maliciously teased by peers,intentionally excluded or isolated,physically threatened or intimidated.All of these factors are associated with their abnormal emotional and behavioural development.Conclusion:The incidence of emotional and behavioral problems of left-behind children in rural areas in poverty-stricken areas is significantly higher than that of non-left-behind children;Logistic regression analysis showed that bullying behavior and abnormal psychological characteristics are significantly associated with left-behind adolescents abnormal emotional and behavioral development.

CONVERGENCE ANALYSIS FOR SYSTEM OF EQUILIBRIUM PROBLEMS AND LEFT BREGMAN STRONGLY RELATIVELY NONEXPANSIVE MAPPING

In this paper, we prove strong convergence theorems for approximation of a fixed point of a left Bregman strongly relatively nonexpansive mapping which is also a solution to a finite system of equilibrium problems in the framework of reflexive real Banach spaces. We also discuss the approximation of a common fixed point of a family of left Bregman strongly nonexpansive mappings which is also solution to a finite system of equilibrium problems in reflexive real Banach spaces. Our results complement many known recent results in the literature.

Hybrid projection method for generalized mixed equilibrium problems,variational inequality problems,and fixed point problems in Banach spaces

A new hybrid projection iterative scheme is introduced to approximate a common element of the solution set of a generalized mixed equilibrium problem, the solution set of a variational inequality problem, and the set of fixed points of a relatively weak nonexpansive mapping in the Banach spaces. The obtained results generalize and improve the recent results announced by many other authors.

Continuity of Solution Mappings for Parametric Set Optimization Problems under Partial Order Relations

This paper mainly investigates the semicontinuity of solution mappings for set optimization problems under a partial order set relation instead of upper and lower set less order relations. To this end, we propose two types of monotonicity definition for the set-valued mapping introduced by two nonlinear scalarization functions which are presented by these partial order relations. Then, we give some sufficient conditions for the semicontinuity and closedness of solution mappings for parametric set optimization problems. The results presented in this paper are new and extend the main results given by some authors in the literature.

Problems Related to Divers Health and Comfort in Hyperbaric He-O_2 Environment

The Diver Gas Recovery System(DGRS)is an important accessory equipment of the 300m Saturation Dive System. The system facilitates the recycling of the breathing gases for divers,therefore,it has great economic benefits. In April 1995, a 300 m unmanned test and a 100 m manned test on the HY2031 DGRSwere carried out successively.Ten months later,another manned test on the HY2032 DGRS

TWO PAIRS OF STRUCTURAL CONTRADICTIONS IN CHINA-US-LATIN AMERICA RELATIONS： HOW TO VIEW THEM

Before his multi-stop visit to Mexico, Argentina, Peru, Colombia and Jamaica in Latin America and the Caribbean （LAC） early February 2018, then U.S. Secretary of State Rex Tillerson released many signals for Latin America. Especially in his remarks at the University of Texas at Austin, he portrayed the presence of China and Russia in LAC as a ＂new imperial power＂ and called on nations of Latin America and the Caribbean to review and reassess China-LAC relations. By identifying China and Russia as critical reference variables for future U.S.- Latin America relations, he obviously went beyond the bilateral level of U.S.- Latin relations and implied the important changes in U.S. policy toward LAC that pressured by growing influence of extra-regional actors in LAC, the United States might strengthen its diplomatic efforts in LAC to maintain and consolidate its dominance in the region.

HARDY-LITTLEWOOD-POLYA INEQUALITY FOR A LINEAR DIFFERENTIAL OPERATOR AND SOME RELATED OPTIMAL PROBLEMS

In this paper a generalized version of the classical Hardy-Littlewood-Polya inequality is given.Furthermore,the Stechkin's problem for a linear differential operator is solved in L_2(R), and the optimal recovery problem for such differential operator is considered.

Analysis of Urban Road Construction and Related Problems and Countermeasures

With the rapid development of China’s economy,China’s urbanization process is also accelerating,the municipal road as an important supporting force to accelerate the construction of urbanization is becoming more and more important,corresponding,the city’s requirements on the road is also gradually improving,the quality of the city road affects the daily travel of urban residents.If the road design is not reasonable or the construction quality is not up to standard,it will bring great changes to the urban residents.Therefore,urban road construction will face greater challenges in the future.This paper emphasizes the importance of road construction quality,analyzes some common problems in urban road construction,and puts forward some solutions to the problems in urban road construction.

Qualia Role-Based Quantity Relation Extraction for Solving Algebra Story Problems

A qualia role-based entity-dependency graph(EDG)is proposed to represent and extract quantity relations for solving algebra story problems stated in Chinese.Traditional neural solvers use end-to-end models to translate problem texts into math expressions,which lack quantity relation acquisition in sophisticated scenarios.To address the problem,the proposed method leverages EDG to represent quantity relations hidden in qualia roles of math objects.Algorithms were designed for EDG generation and quantity relation extraction for solving algebra story problems.Experimental result shows that the proposedmethod achieved an average accuracy of 82.2%on quantity relation extraction compared to 74.5%of baseline method.Another prompt learning result shows a 5%increase obtained in problem solving by injecting the extracted quantity relations into the baseline neural solvers.

KEY S&T PROBLEMS RELATED TO THE THREE GORGES PROJECT

This article gives a highly capsulized introduction to the research on key S&T problems involving geology, silting-up, hydropower facilities, navigation locks and shiplift, construction technology, and eco-environ-mental con-sequences in the Three Gorges Project on the Yangtze River.

三甲综合性公立医院人力资源管理存在的问题与对策研究

文章基于医院人力资源管理现状,通过观察、梳理其中的不足之处,针对性地提出有关改进建议,以期探讨三甲综合性公立医院人力资源管理存在问题以及具体对策。当下医院人力资源管理现存在着人力资源规划模式粗犷、员工晋升缺乏良性竞争与疏于员工关系管理等短板,亟待解决。通过全盘科学化人力资源规划方法、实行员工晋升“全生命周期”管理及开展员工关系的维护与促进标准作业等管理举措,对于解决现有人力资源管理过程中存在的问题具有积极意义。只有切实关注人力管理的不同时期,最大限度地发挥人力资源整体效能,方能推动医院运营与高质量发展。

论涉外法治话语的界面研究

涉外法治话语,即由有关涉外法治思维、涉外法治理论、涉外法治实践等涉外法治要素系统构建的法治表达,其理论研究、人才培养与实践推进皆需要科学的方法支撑。界面研究是一种跨越学科或者某学科内部分支界限,并在其间形成良性互动与融合的研究方法。涉外法治话语的界面研究坚持问题导向,并且借鉴不同学科或层面的智识资源,采取多元与立体的视角、方法、工具等,致力于解决涉外法治话语理论与实践的种种问题。应当运用界面研究方法,对涉外法治话语展开深入研究,以助力我国法治建设与涉外法治话语权的提升。

教育评价改革下职业教育高质量发展逻辑与实践探究

在国家大力支持职业院校发展的背景之下,如何推进职业教育高质量发展成为摆在职业院校面前的一个现实问题。为了适应教育高质量发展的需要,相关院校需要对教育评价改革高度重视。对目前制约职业教育高质量发展的因素进行深入分析,从教育评价改革的视角提出有针对性的建议,着力提升职业院校教育评价的特色化,借助强化过程评价来凸显特色,从而改变社会各界对职业教育的认识,为职业院校高质量发展营造更好的社会氛围。

运用PCNE分类系统对呼吸道疾病患者进行药学监护的应用研究

目的 运用欧洲医药保健网(PCNE)分类系统对呼吸道疾病患者进行药学监护,探索呼吸科的有效药学监护模式,促进临床合理用药。方法 选取安徽理工大学第一附属医院2022年诊断为慢性阻塞性肺疾病(COPD)和肺部感染的住院患者,分为简单组和干预组;根据PCNE分类系统,对药物相关问题(DRPs)的类型、原因、干预、干预的接受情况及解决状态等方面进行分析。结果 共纳入病例120例,简单组60例,干预组60例。DRPs发生人数方面,简单组15例,干预组45例,两组差异有统计学意义(P <0.05)。DRPs共82个,主要涉及治疗效果(51.22%)和安全性(46.34%),原因为患者药物使用方法不正确、用法用量不适宜和未定期安全监测等。药师干预中,药物层面75个(91.46%),医生层面38个(46.34%),患者层面43个(52.44%);药师干预后,接受率为97.56%,74.39%的DRPs得到解决。结论 应用PCNE分类系统进行药学监护能够增强临床药师发现和处理DRPs的能力,减少临床发生不良事件的风险,促进患者的合理、安全用药;同时还有助于药学监护实施记录的标准化和规范化,可为呼吸科患者的药学服务模式提供参考。

基于复杂网络的产品多冲突问题识别与创新设计方法

针对目前产品系统多冲突创新设计过程无法准确确定冲突间关系而影响设计质量的问题,提出一种基于复杂网络的产品多冲突问题识别与创新设计方法。结合鱼骨图分析法和元素名称量值(ENV)模型提出一种产品系统多冲突问题识别与规范化表达方法,实现关键问题中多冲突的识别,进而建立了产品系统多冲突间的复杂关系网络模型。在此基础上利用熵值法和PageRank算法准确获得关键冲突及冲突变更影响程度,并根据关键冲突与产品结构的对应关系最终确定产品最优改进结构。利用TRIZ工具对关键冲突进行创新设计并获得设计方案。以真空烧结炉为例,验证了该方法的可行性与有效性。