从业绩管理工具演进看企业集团业绩管理问题

企业集团的业绩管理问题有别于单纯企业组织,其重要性日益彰显。在分析业绩管理工具演进历史的基础上,提出了企业集团的业绩管理问题,分析了企业集团选择业绩管理工具时需要重点考虑的因素。     

生师比评价的一个数学模型及其在教学评估中的应用

本文在生师比评价实际问题的基础上,提出了一种基于模糊数学原则的数学模型,将该模型应用于一个实际的教学评估案例中,对评估结果进行分析并给出了建议。     

两个代数不等式的简证及推广

本文通过例子对[1]中不等式猜想给出了肯定的回答。找到了这个不等式成立的另一个充分条件,并给出了它的一个新的推广．     

小学四年级学生对平均数概念理解的发展过程

利用Pirie和Kieren提出的数学理解发展模型,分析了3名小学四年级学生对平均数概念理解的发展过程.结果表明:学生对平均数概念的理解经历了初步了解、产生表象、形成表象、关注性质和形式化等5个水平.在理解发展过程中,当学生发现他的思想和行动与自己所面临的问题不一致时,他就要折返回内层水平来扩展自己目前的活动能力和活动空间.而教师的干预则激发了学生的折返,为学生提供了独立建构或修正个人表象的机会.     

正确培养大学生的数学思维品质

以发展个性思维为目的，探讨了培养学生思维的精度、速度、新度、深度、广度等五个方面的思维品质。     

The Path of Least Resistance: Using Available Tools to Support the E-Resources Lifecycle

On the surface, it might appear that libraries with different collections, staffing levels, and budgets would have to make use of different tools to address their e-resource management needs. However, in their review of electronic resources lifecycle work at North Carolina State University and Georgia Perimeter College, Tessa Minchew and Sofia Slutskaya discovered that this is not always the case. The presenters reviewed the electronic resources lifecycle and three distinct types of tools (content management systems/wikis, Microsoft Access, and Trello) that are being used in different ways to address different lifecycle-related tasks at each of their institutions.     

高师数学教学中如何实施素质教育的几点探讨

本简述数学素质教训在素质教育中的作用及实施素质教育进行的五种转变。     

Effects of power variation on cycle performance during simulated hilly time-trials

It has previously been shown that cyclists are unable to maintain a constant power output during cycle time-trials on hilly courses. The purpose of the present study is therefore to quantify these effects of power variation using a mathematical model of cycling performance. A hypothetical cyclist (body mass: 70?kg, bicycle mass: 10?kg) was studied using a mathematical model of cycling, which included the effects of acceleration. Performance was modelled over three hypothetical 40-km courses, comprising repeated 2.5-km sections of uphill and downhill with gradients of 1%, 3%, and 6%, respectively. Amplitude (5–15%) and distance (0.31–20.00?km) of variation were modelled over a range of mean power outputs (200–600?W) and compared to sustaining a constant power. Power variation was typically detrimental to performance; these effects were augmented as the amplitude of variation and severity of gradient increased. Varying power every 1.25?km was most detrimental to performance; at a mean power of 200?W, performance was impaired by 43.90?s (±15% variation, 6% gradient). However at the steepest gradients, the effect of power variation was relatively independent of the distance of variation. In contrast, varying power in parallel with changes in gradient improved performance by 188.89?s (±15% variation, 6% gradient) at 200?W. The present data demonstrate that during hilly time-trials, power variation that does not occur in parallel with changes in gradient is detrimental to performance, especially at steeper gradients. These adverse effects are substantially larger than those previously observed during flat, windless time-trials.     

注重过程教学，培养数学能力

数学教学应改变的单纯注重结论的教学方式，而应注重整个教学过程，诸如某一知识产生的历史背景，知识间的相互联系，数学知识的实际应用以及数学思想的启发等，这样才能引起学生学习的兴趣，进而提高数学能力。