| Papers [1-15] of 100 :: [Page 1 of 7] | | Go to page : 1 2 3 4 5 6 7 —> | Search results on "PEER COACHING MATHEMATICS": |
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Peer Coaching Mathematics, 2002.
A study of peer coaching in the subject of mathematics.
1,900 words (approx. 7.6 pages), 21 sources, $ 71.95
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Abstract
A paper focusing on peer coaching as a tool of assessment for mathematics practice while gauging educator effectiveness.
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Peer Coaching, 1990.
This paper examines the advantages and disadvantages of Peer Coaching, a teaching alternative emphasizing the collaboration of administrators and teachers.
2,475 words (approx. 9.9 pages), 11 sources, $ 87.95
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Abstract
The purpose of this report is to examine the advantages and disadvantages of Peer Coaching (sometimes called Colleague Consultation, Collegial Assistance, or Peer Supervision). The report begins by defining the practice of Peer Coaching. This definition is followed by a listing and discussion of both the pros and cons of the practice.
From the Paper
Peer Coaching: A Definition
... defined Peer Coaching as an alternative to Administrator conducted supervision consisting of:
. . . a systematic process whereby administrators and teachers identified for their instructional leadership ... "
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Peer Coaching, 2004.
An analysis of peer coaching for teachers.
938 words (approx. 3.8 pages), 3 sources, MLA, $ 33.95
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Abstract
This paper discusses the concept of introducing peer coaching to school teachers. The paper examines the process of training a volunteer group of teachers in the clinical cycles and selecting teams or matching teachers. The scheduling of an initial round of clinical cycles is described. The paper analyzes the monitoring of peer coaching and emphasizes the importance of structured support from the school.
From the Paper
"Peer coaching gives both beginning and experienced teachers an additional professional support system and emotional 'safety net.' During what is proving an increasingly difficult as well as rewarding direction for the teaching profession in the 21st century, it is necessary that teachers feel they have somewhere to turn to enrich their classroom skills and simply to discuss potential problems and solutions to the challenges of modern educators. Peer coaching is a confidential process through which two or more professional colleagues work together to mutually reflect on their current educational practices. They expand, refine, and build new skills together, share ideas, help teach one another, frequently aid one another in conducting classroom research and simply help one another to solve problems of the workplace, such as problems with difficult students or parents. (Robbins, 1991)"
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Peer-to-Peer Software, 2004.
Examines social responsibility issues of engineers who design peer-to-peer software.
3,690 words (approx. 14.8 pages), 9 sources, APA, $ 102.95
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Abstract
This paper provides an analysis of peer-to-peer software to determine how it is used, the current and possible future trends for these applications, and the social responsibilities of the software engineers who design them. A summary of the research is provided in the conclusion.
From the Paper
"Today, the trend is clear that there is an explosion in growth of peer-to-peer applications to facilitate online communications. In this rapidly changing and growing environment, it is important to develop an understanding of the level of technical versus human support needed in an online community. According to Kollock (1998), the labor required to support a rapidly growing community and maintain quality interactions is quite intense. While human contributions are invaluable, no "mere mortal" can do all things for all people at all times of the day. In the Proceedings of International Conference on Computer Support for Collaborative Learning (CSCL) '99, the participants suggested that it will not be long before technology, like intelligent agents, can supplement the support humans now provide. However, a number of important social issues arise when such technology is considered."
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Copyrights vs. Peer-to-Peer File Transfer, 2002.
A detailed examination of copyright laws, with a comparison to peer-to-peer file transfer.
5,300 words (approx. 21.2 pages), 7 sources, APA, $ 131.95
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Abstract
The author takes the reader on an exploratory journey, in which the details and outcomes of several well-known cases of copyright laws are scrutinized. The author discusses the importance of copyright laws, and the elements of various cases that caused the rulings to go the way they did. The paper includes a discussion about the effect Hollywood has on copyrights when it comes to issues such as the ability to download movies and songs.
From the Paper
"Throughout the years, there have been many cases in which the copyright laws have been challenged and upheld. In more recent years many of the copyright cases have turned to the film and music industry because of the increased ability to duplicate and distribute such products. One of the famous case in recent history was the Sony vs Betamax case. This case was before the internet was invented and for its time it was about state of the art wars on ownership."
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Philosophy of Mathematics, 2007.
An analysis of the universal nature of mathematics and developments in the philosophy of mathematics.
1,899 words (approx. 7.6 pages), 6 sources, APA, $ 60.95
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Abstract
This paper considers some of the major developments in the philosophy of mathematics regarding the capacity of mathematics to be universally valid and applicable. It presents some of the basic arguments and schools of thought of the philosophy of mathematics. The paper then analyzes whether, at its foundation, mathematics can have a legitimate claim to be universal.
Table of Contents:
The Problem Of The Ideal And The Real
Math As Logic
Math As Structure
Application And Universality
From the Paper
"This problem, Russell's paradox, proved to be an intractable problem for Frege which, after it was pointed out to him, he could not overcome. The impact upon the philosophy of math was major. An important attempt to boil math down to logical principles had proven unsuccessfully, and eventual efforts to rescue the project by Russell and others were unable to develop a logicism that showed math as both consistent and complete. Therefore math cannot be said to be universal by appeal to logic alone."
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A History of Mathematics, 2002.
This paper discusses some aspects of the history of mathematics from the earliest mathematical records to the modern era.
1,400 words (approx. 5.6 pages), 9 sources, $ 53.95
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Abstract
This paper only touches on some selected aspects of a broad and encompassing subject. The author begins by outlining some of the key developments as a whole before further subdividing into three sections: Greek mathematical developments; Chinese and Middle Eastern developments; and Western developments. The paper concludes by drawing attention to the enormous scope of the history of mathematics.
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Mathematics Pedagogy, 2005.
This paper discusses of teaching mathematics.
3,825 words (approx. 15.3 pages), 13 sources, $ 151.95
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Abstract
This paper examines issues of mathematics pedagogy and the degree of the contextualization of the subject matter in teaching mathematics. The author points out that mathematics is often presented more as a more abstract examination of numbers and measurements that appear, when mathematics really is always relevant and should be seen in the context of the real world. The paper states that mathematics pedagogy needs to develop a way present mathematics within this real world context.
From the Paper
"The issue of relevance in education is often a question of the contextualization of subject matter, meaning that the subject relates to the lives of the students because it can be seen in the context of their lives, with issues understandable because they are applicable to the real world. Mathematics is often presented more as a pure Mathematics has the dual character of being both a language (a symbol system) and an underlying model of relationships among actions with objects. As such, it fits closely with the Vygotskian description of sign-sign relationships and de-contextualized knowledge. At the same time, its development in relation to human actions on objects gives it a prominent place in Piagetian analysis. Furthermore, mathematics teaching requires the recognition of mathematics as a sociocultural achievement worthy of reproduction in new generations."
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Stephan Korner's "The Philosophy of Mathematics", 2004.
Summary and review of Stephan Korner's "The Philosophy of Mathematics: An Introductory Essay".
1,091 words (approx. 4.4 pages), 2 sources, MLA, $ 38.95
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Abstract
The first part of this paper expounds on Stephan Korner's discussion, in "The Philosophy of Mathematics, of the nature of mathematics, and the three main schools of thought relating mathematics to philosophy. The paper continues with a discussion on logicism and why it provides the clearest way to look at mathematical concepts and the best way to explain mathematical philosophy.
From the Paper
"Mathematics is an indispensable science that justifies and confirms many aspects of other scientific subject matter. Mathematics relies on conclusions not assumptions and evidence is required to confirm theoretical entities as true. Of course the debates exist as to which school of thought holds the most validity. Mathematical realism will always be different to each of these philosophical schools and arguments can be found to both support and reject each school of thought."
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Mathematics Instruction in English in Bilingual Classrooms, 2005.
Research proposal for examining the effects of mathematics instruction in English in bilingual classrooms.
2,211 words (approx. 8.8 pages), 14 sources, APA, $ 68.95
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Abstract
This paper proposes a research project that would examine the effectiveness of English instruction of mathematics on Second Grade ELL (English language learners) students as compared to the effectiveness of instruction in their native language. The proposal is in response to the controversy surrounding the issue of how best to teach mathematics to children from non-English-speaking backgrounds, since it has been found that the best way for children to learn to use mathematics to organize, understand, compare, and interpret their experiences is by making a connection between mathematics and their everyday lives. The paper examines whether ELL students should be taught how to make this connection in their native language with gradual exposure to English in language classes, or whether they should be immersed in English as early as possible. The paper includes an annotated bibliography and an observation checklist of lessons taught in class.
Introduction
Setting
Problem/Issue
Research Question
Hypothesis
Methodology
Subjects
Instrumentation
Significance of the Study
From the Paper
"Mathematics is a powerful tool for interpreting the world. Research has shown that for children to learn how to use mathematics to organize, understand, compare, and interpret their experiences, mathematics must be connected to their lives. Such connections help students to make sense of mathematics and view it as relevant. There has, however, been controversy with regard to children from non-English backgrounds and the best ways to get them to make those connections. Questions are raised regarding how to instruct these children who are referred to as English language learners (ELL?s). Should they initially be taught in their native language with gradual exposure to English in language classes, or should they be immersed in English as early as possible."
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Coaching in Organizations, 2007.
An analysis of the importance of a coaching culture within an organization.
4,335 words (approx. 17.3 pages), 8 sources, MLA, $ 114.95
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Abstract
This paper examines change models for establishing a coaching culture in organizations. The paper discusses the importance of a coaching culture for organizations and suggests that when implemented successfully, it can assure the smooth running of the business, good working relationships and a feeling of 'family' that might not be seen in other organizations, especially if they are large, spread out and have many employees.
Table of Contents:
Change Models in Corporate Culture
Corporate Culture and Change
Coaching Culture
Behavior-Based Coaching
Conclusion
From the Paper
"Many Organizational cultures resist change because change is often seen as a threat to the security, status, social affiliations, or economic well-being of various employees (Robbins & Barnwell, 1994). Organizations, in general, must adapt to an environment that is ever-changing and must be constantly in search of new and innovative ways in which they can conduct their business if they want to continue to success financially. This can be done through an approach that ensures that the staff that they have continued to be motivated while also looking to the future where staffing and products are concerned. Having a diverse workforce is one of the ways that an Organization can achieve its goals most easily, because the diversity brings many talents to the Organization, and these all provide money-making opportunities."
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Mathematics and Art, 2008.
A comparative analysis of the disciplines of mathematics and art.
2,332 words (approx. 9.3 pages), 10 sources, MLA, $ 71.95
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Abstract
This paper discusses how mathematics is often treated as a distant and very different discipline from the arts even though the arts make use of mathematics in a number of ways. In particular, the paper looks at how paintings, drawings, and designs can be analyzed according to mathematical principles to see ways in which the artist balances different shapes and forms according to mathematical principles or draws on mathematical theory for inspiration. The paper also examines how the art of different periods may reflect different mathematical ideas.
From the Paper
"The classical era was one in which mathematics was used quite consciously in developing artistic styles, and some of these styles have even been named with mathematical references. The artworks of a given era reflect the formalist, social, and economic realities of the period, exemplifying the prevailing artistic styles and the social and economic structures which influence the arts. In Greek art, the Geometric period was an era which produced a good deal of pottery and other geometrically regular works. The Geometric krater from the Dipylon cemetery from the eighth century B.C. (De La Croix, Tansey, and Kirkpatrick 130) exemplifies the style of the period. The Geometric period is the name given to the era between the end of the Mycenaean age and the beginning of the Classic age. "
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Language and Mathematics, 2006.
Discusses the similarities between natural human languages and mathematics.
1,350 words (approx. 5.4 pages), 3 sources, $ 53.95
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Abstract
Normally, natural human languages and mathematics are regarded as being diametrically opposed to one another. Mathematics is formal and is marked by precision; the objects of theory must be carefully defined so that the informal can be formalized. Natural human language on the other hand is flexible, and one term can denote not just multiple meanings but opposing ones as well. This paper explains that, in spite of these differences, human language and mathematics actually share common ground such as the fact that both human language and the language of mathematics actually have a precise formal structure.
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Mathematics Curriculum Review, 2002.
A comprehensive analysis of the problems in the elementary school's mathematics curriculum.
3,545 words (approx. 14.2 pages), 6 sources, APA, $ 99.95
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Abstract
This paper examines the question of how to reverse the trend of lack of educational progress, specifically in the world of mathematics. This is considered through an evaluation of three elementary schools' stated mathematics curriculum, and how they compare to the standards of the National Council of Teachers of Mathematics published standards. The process of this evaluation is a point by point comparison between the NCTM standards and the printed curriculum guidelines for these schools. Specific points which are supportive, and which may fail to reach the guidelines are identified and discussed for each school. The purpose of this evaluation is not to approve or reject these curricula, but rather to identify specific applications which can be either improved through change, or strengthened by building upon existing positive initiatives.
Introduction
Discussion of the NCTM Standards
West New York Public Schools, West MY
Bogota Public Schools, Bogota, NJ
North Bergen Public School System, North Bergen, NJ
Bibliography
From the Paper
"According to national statistics, the mathematical educational progress of American elementary students has failed to keep progress with the rest of the world. This stinging indictment of the educational system of the most technologically advanced culture in the world has caused a serious evaluation of the standards and goals of the elementary system. According to the National Council of Teachers of Mathematics, there are knowledgeable teachers in the system. The teaching staff has adequate support and resources. In a society which depends daily on mathematics, there is opportunity for students to learn and apply math principles and facts. There also is an abundance of access to technology to support the educational process. Finally, if students are considering careers, those in math related fields, such as engineering, financial planning, accounting and many others are some of the highest paying positions in our current job market."
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