“粗”中有“细”——班主任工作的艺术探索

班主任工作的工作艺术彰显能促进工作效能提升,可以使班主任在工作中与学生形成统一的整体,促进班级管理工作的开展,有效提升班级管理效能。因此,针对班主任工作艺术进行分析,从粗中有细的角度针对班主任工作艺术的创新进行了系统探究,旨在充分发挥班主任工作优势,彰显班主任工作的艺术性,切实促进班级管理工作高质量开展。     

浅议班主任创造性工作的条件和方法

<正>班主任工作是学校全面工作得以落实的重要条件,每个学生的思想品德、学习和健康状况是通过班主任反馈到学校的各个部门的,学校的工作是否具有创造性,培养出来的人才是否具有开展创造性工作的能力,决定于今天的班主任工作是否具有开展创造性工作的能力。因此,班主任的创造性工作是学校创造性工作的基础和主要组成部分,班主任创造性工作的开展具有以下几个方面的条件和方法。一、优秀的班级建制是班主任创造性工作的基础     

对班主任工作的几点认识

班主任是一个班级的主心骨,班主任工作如何直接影响学生的学习和成长。作者结合自身多年的班主任工作经验,就如何开展班主任工作谈谈自己的看法。     

让班主任专业化成长助推德育活动的开展

班主任是学校德育工作开展的重要组织者,高中班主任在开展德育工作时要以开放的心态面对高中生这一群体,才能将工作落到实处.班主任专业化成长与学校德育活动的开展有着怎样的联系,本文从三个方面进行阐述.     

年轻班主任的心得体会

职校班主任工作任务重,责任大,年轻班主任班级管理经验缺乏,常常会出现"心有余而力不足"的现象。作者结合自身的班主任工作实践,就如何开展班主任工作谈谈自己的心得体会。     

简论班主任工作的要素

如何有效地开展班主任工作?是各级班主任在工作实践中努力思考的问题.作为现任高职院校班主任,笔者结合自己多年的班主任工作实践,提出了"严、理、情、行、新"五项内容,亦是班主任工作的五要素.     

浅析中小学班主任管理面临的难题与解决对策

班主任是学校最基本的管理者,班主任工作是学校日常工作的重要组成部分。科学地开展班主任工作,加强班主任管理工作,必须采用正确的认识、科学的管理方法、切实可行的工作方式。     

轮流“会诊”制:班主任工作的新探索

近年来,我们在原先开展班主任工作经验交流和专题研讨活动的基础上,借鉴医学界等领域的专家会诊形式,开展了班主任工作轮流会诊制的探索与实践。所谓轮流会诊制,其实是教育会诊的一种新形式,是班主任工作专题研究的制度化方法,重点针对当前班主任工作中存在的诸多现象或问题,有     

陶行知教育理论在小学班主任工作中的应用研究

陶行知教育理论是班主任工作开展的重要依据,对小学班主任工作开展具有指导作用。因此,文章针对陶行知教育理论在小学班主任工作中的应用,首先分析了当前班主任管理存在的问题,围绕管理中作风独断、方法单一、评价不全面等问题进行了探讨,其次对陶行知教育理论的先进性进行了分析,最后对陶行知教育理论在小学班主任工作中的应用进行了讨论,希望研究能对小学班主任工作的开展带来一定的促进作用。     

我的班主任工作

学校的服务对象是学生,而直接参与管理学生的是班主任,班主任工作是学校工作的重中之重,只有班主任工作做好了,整个学校的工作才能顺利地开展。     

Having a Whale of a Time

A classroom practical exercise exploring the reliability of a basic capture‐mark‐recapture method of population estimation is described using great whale conservation as a starting point. Various teaching resources are made available.     

对公推直选乡镇长与乡镇党委书记的比较

公推直选乡镇长与乡镇党委书记出现的时间、发展现状与趋势、制度依据、选举成本,以及乡镇长与乡镇党委书记在乡镇政权中的作用有明显的不同。在我们看来,直接选举乡镇党委书记,发展的空间更广阔,对乡镇民主建设与乡镇政府职能转型所起的作用更大。     

一道联赛题的推广

题1 已知实数a、b、c、d互不相等，且n＋1/b=b＋1/c=c＋1/d=d＋1/a=x．     

关于循环矩阵求逆的一种算法

给出了利用多项式的欧几里德算法判断循环矩阵的可逆性和求逆的方法     

向量与数的乘法

Vectors may also be multiplied by a number. The productof the vector a by the number λ is defined as the vector a λ=λa, the absolute value of which is obtained by multiplying theabsolute value of the vector a by the absolute value of thenumber λ, i. e. |λa|=|λ||a|, the direction coinciding withthe direction of the vector a or being in the opposite sensedepending on whether λ>0 or λ<0. If λ=0 or a=0, then λ a     

三角形的一个性质的推广

本对[1]给出的三角形的一个性质进行推广．     

向量与数的乘法

（参考译文）。 向量也可和数做乘法．向量a与数字A的乘积定义为向量aλ—λa,它的绝对值是向量a的绝对值和数字A的绝对值的乘积,     

Paving a clear path in a thick forest: a conceptual analysis of a metacognitive component

The concept of metacognition refers to one’s knowledge and control of one’s own cognitive system. However, despite being widely used, this concept is confusing because of several reasons. First, sometimes it is not at all clear what is cognitive and what is metacognitive. Second, researchers often use the same term, namely, “metacognition” even when they refer to very different aspects of this complex concept. Alternatively, researchers may use different terms to indicate the same metacognitive elements. Another foggy matter is the interrelationships among the various components of metacognition discussed in the literature. This conceptual confusion regarding the concept of metacognition and its sub-components calls for in-depth theoretical and conceptual clarifications. The goal of this article is to portray a detailed example of a conceptual analysis of meta-strategic knowledge (MSK) which is one specific component of metacognition. This specific example is used to draw a general model for conceptual analyses of additional metacognitive components. The approach suggested here is to begin with a clear definition of the target sub component of metacognition, followed by a systematic examination of this sub component according to several dimensions that are relevant to metacognition in general and to that sub component in particular. The examination should include an analysis of how the details of the definition of the target sub-component refer to: (a) general theoretical metacognitive issues raised by prominent scholars; (b) definitions formulated and issues raised by other researchers who have investigated the same (or a similar) sub-component and, (c) empirical findings pertaining to that sub-component. Finally, it should be noted that since metacognition is a relational rather than a definite concept it is important to situate the context within which the conceptual analysis takes place.     

Rate of a maintained operant as a function of temporal position within a session

McSweeney and her colleagues (e.g., McSweeney, Hatfield, & Allen, 1990) have demonstrated reliable, large magnitude rate changes in maintained operants within daily sessions under a wide variety of reinforcement schedules. The present paper examined the role of schedule of reinforcement, reinforcement rate, and total amount of food access in determining those within-session rate changes. When median rates across birds were considered, all procedures resulted in a brief period of an increasing rate, followed by a modest rate loss across the major portion of the session. However, not all individuals exhibited that pattern. When the amount of food access per session was limited by lower reinforcement rates, shorter sessions, or shorter reinforcement durations, the magnitude of the withinsession rate change was reduced from that occurring without those constraints. Additionally, under the conditions that produced strong within-session rate changes, the magnitude of the within-session rate loss was correlated with the bird’s body weight. These effects are consistent with what is typically labeledsatiation.     

Developing a professional vision of classroom practices of a mathematics teacher: views from a researcher and a teacher

The term professional vision points to the many nuanced ways professionals see. This paper traces the development of a professional vision of a researcher and a teacher looking at classroom practices. The researcher’s interest was to capture and study notable aspects of the teacher’s practice. Through a coding scheme, disparate classroom events were organized and analyzed to yield a researcher’s professional vision of the teacher’s practices. For the teacher, through reviewing the video records of his own classroom practices, his professional vision provided a basis for him to reflect and develop professionally. Leveraging on the work of the researcher, he initiated and transformed his own practices. Their collaboration yielded a mutually informed development of professional vision of classroom practices. In juxtaposing the two developments, the researcher and the teacher’s views can be contrasted, their distinctive interests highlighted and common grounds explored. Some implications for developing professional vision are drawn, and it is in the common grounds of the teacher’s professional development and seeing with a goal of enhancing of student learning that hold some promise of a mutual interest in developing a professional vision of classroom practices.