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1.
In this paper, we put Basil Bernstein’s theory of pedagogic discourse to work together with additional theoretical resources to interrogate knowledge and practice in mathematics teacher education. We illustrate this methodology through analysis of an instance of mathematics teacher education pedagogic practice. While the methodology itself is our focus, the particular example provides a compelling story at the heart of which is the problem of integration of knowledge(s) within a pedagogic practice. Here, a constructivist pedagogy is at work, but differentially with respect to teaching/learning mathematics and teaching/learning mathematics teaching. The example illuminates mathematics and teaching, and their co-constitution in a particular pedagogic context. 相似文献
2.
Graham J. McPhail 《British Journal of Sociology of Education》2016,37(8):1147-1166
In 2002 Parlo Singh outlined Bernstein’s theory of the pedagogic device, elaborating the potential in Bernstein’s complex theoretical framework for empirical research. In particular, Singh suggests that Bernstein’s concepts provide the means of making explicit the macro and micro structuring of knowledge into pedagogic communication. More recently, Power has noted that use of Bernstein’s ideas remains relatively unrepresented in the literature. This paper makes a case for the use of Bernstein’s ideas as a particularly rich resource for educational researchers. It provides illustrations of a number of concepts as part of a methodological procedure in a research project examining the approaches to curriculum and pedagogy of six secondary school music teachers within the dialectic of western art music and popular music. Through utilisation of Bernstein’s concepts of knowledge discourses, recontextualisation, and regionalisation, the study is able to identify, describe, and shed light on a key problem for music education and education generally: developing the pedagogical means for the utilisation of informal knowledge as a pedagogic resource within the secondary school curriculum. In turn, the music context suggests a number of extensions to Bernstein’s concepts. 相似文献
3.
Jeanne Gamble 《British Journal of Sociology of Education》2014,35(1):56-72
Increasing pressure on all levels of educational provision, whether academic or overtly vocational, to be to ‘relevant’ and ‘useful’ prompts consideration of the relation between curriculum and pedagogy in terms of the internal structure of knowledge forms. Following Durkheim’s distinction between ‘sacred’ and ‘profane’ orders of meaning and drawing on the work of Basil Bernstein, this paper questions pedagogic presuppositions that directionality from sensory experience to abstraction posits the everyday life of the student as the foundation for the acquisition of complex, systematic knowledge. Two empirical examples are discussed: one focuses on the internal structure of craft knowledge, while the other focuses on the internal structure of mathematics as school subject. They converge in the finding that transmission of knowledge structure, whether in material or symbolic form, requires the transformation of empirical objects into theoretical objects before a connecting point can be found between the world of everyday experience and specialised knowledge forms. This is what constitutes a ‘relevant’ curriculum. 相似文献
4.
Drawing on Bernstein’s notion of pedagogic culture or the ‘mode of being’ of the school, this paper develops and uses a theoretical framework for the analysis of school organization that draws attention to specialization of instructional practice. An understanding of the ordering principles of the school emerges from the analysis, fundamentally understood as relations of power and control in the school as an organization. The paper considers how the ordering principles of the school are related to differential performance. The framework is deployed in an analysis of six primary schools located in poor communities in South Africa. 相似文献
5.
Stephen Norton 《课程研究杂志》2017,49(2):169-190
The importance of actively engaging in mathematics discourse in order to learn mathematics is well recognized. In this paper, I use Basil Bernstein’s concepts of pedagogic discourse to document and analyse academic learning time of students in Years 8 and 9 at a suburban lower secondary school: in particular, for what proportion of class time students reported being academically engaged, their explanations for this engagement and how they felt about the discourse. It was found that many students had disengaged from mathematical endeavour as a result of the failure of the instructional discourse either to engage students or to serve the purpose of developing discipline-specific content knowledge. The reasons for this relate to the overemphasis on mundane mathematics resulting in some students lacking the cognitive tools to engage with the concepts and having neither the intrinsic nor instrumental motivation to persist with secondary school esoteric mathematics. The implications for mathematics curriculum development are discussed. 相似文献
6.
Parlo Singh 《British Journal of Sociology of Education》2002,23(4):571-582
This paper explores one component of Basil Bernstein's complex theoretical framework dealing with the conversion or translation of knowledge into pedagogic communication. The pedagogic device is described by Bernstein as the ensemble of rules or procedures via which knowledge is converted into classroom talk, curricula and online communication. It is argued that Bernstein's theory of the pedagogic device provides researchers with explicit criteria/rules to describe the macro and micro structuring of knowledge, and in particular the generative relations of power and control constituting knowledge. The paper elaborates on the components of the pedagogic device and provides examples of empirical studies utilising this theoretical framework. 相似文献
7.
Using narrative inquiry as a research method, four mathematics and mathematics education faculty members explored the integration of theoretical perspectives into their personal narratives as they developed a community of practice. Initially their focus was strictly on improving their students’ mathematical knowledge. As their community of practice matured, however, their work took on a larger meaning as they contributed to the institution’s strategic goal of raising the annual dollar amount of external funding and to the development of their personal and collective identities. This unusual level of inter-departmental collaboration has been recognized by the institution’s highest administrators, who have called upon its members to develop new, collaborative partnerships with regional school districts and community colleges. 相似文献
8.
The notion of pedagogical content knowledge (PCK) was posited in the context of school teaching and the knowledge used by teachers teaching school students. It has been examined for a number of discipline areas, notably mathematics. There are, however, other teaching contexts, including those of teacher educators, whose students are pre-service teachers (PSTs). The content these teacher educators teach is not subject discipline knowledge (or not solely), but the PCK for teaching a subject discipline. What knowledge do teacher educators use as they teach PCK? This paper presents a framework for the PCK required of mathematics teacher educators as they work to develop PSTs’ PCK for teaching mathematics. The framework builds on existing research into PCK and categorises aspects of the work of teacher education. The framework’s usefulness is examined by studying the PCK used by the first author in building PSTs’ understanding of mathematics teacher PCK. 相似文献
9.
Anat Zohar 《International Journal of Science Education》2013,35(13):1579-1599
While the traditional meaning of connected knowledge is valuable in some school subjects, it does not address the main activities of knowledge acquisition in subjects such as physics and mathematics. The goal of this article is to analyze the relationships between the concepts “learning for understanding” and “connected knowledge”, a central theme in feminist epistemology. In learning for understanding, the learner forms multiple, intricate connections among the concepts she is studying in school, between school concepts and her everyday concepts, and between school concepts and their wider context. Viewing connected knowledge as tightly related to understanding has several important implications. It brings connected knowledge into the central learning activities that take place in school science and mathematics, and gives it a high status. It contributes to our understanding of gender‐related patterns in thinking; and it may form a unifying theoretical framework for many studies and projects in the field of gender fair education. 相似文献
10.
An issue of particular concern in mathematics teacher education is the relationship between theory and practice, and the nature of university–school partnerships. We report here on results from a research project answering the call for a more systematic understanding of the practice learning context. The study focuses on the new Norwegian elementary teacher education programme and highlights the difficulties involved in connecting theory and practice and how prospective teachers may be supported in this respect. Focus group interviews involving 51 first-year prospective teachers and 25 teacher–mentors investigated early school placements, specifically prospective teachers’ positions in the classroom as teachers of mathematics, and the ways in which the mentoring relationship supported their developing role. Taking a communities of practice perspective, we found that the idea of movement across intersecting and sometimes conflicting communities of practice is helpful in aiding our understanding of the difficulty of connecting theory and practice. Additionally, variations in mentoring styles and perceptions of prospective teachers’ mathematics and pedagogic knowledge competencies play a part in some prospective teachers’ difficulties in taking up a role as legitimate peripheral participant in the school. We conclude by considering ways in which prospective teachers might be better supported to cope with school placement. 相似文献
11.
This article analyses what students attending four Swedish upper secondary school programmes with different social class profiles tried and wanted to influence in relation to mathematics teachers’ pedagogic practice and responses during the year 2008/2009. The theoretical framework is based on Bernstein’s theories regarding power and control. The analyses draw on ethnographic observations of classes taking the Natural Science and Social Science academic programmes, and the Vehicle and Child and Recreation vocational programmes, at two Swedish upper secondary schools. Students attending different programmes tried to influence the teaching. However, what the students taking the academic and vocational programmes were able to influence considerably differed. Generally, the vocational students exerted influence more successfully when they wanted to reduce the pace and difficulty of teaching, than when they wished to get more out of their education, while the opposite applied to the academic, especially Natural Science, students. Thus, the power relations reflected the programmes’ social class profiles and the students’ expected positions in society, despite policies at the time to promote democracy and reduce social reproduction in education. The findings support the importance of analysing not only students’ voices, but also their voices in relation to the pedagogic practice they encounter. 相似文献
12.
Parlo Singh 《British Journal of Sociology of Education》2017,38(2):144-163
Researchers interested in new modes of social control and regulation through pedagogic means have increasingly drawn on Bernstein’s theories of social control through pedagogic means and the emergence of a totally pedagogised society. This article explores this aspect of the Bernsteinian theoretical project by extrapolating and contrasting Foucault’s and Bernstein’s theories of power knowledge relations, pedagogic discourse and different types of knowledge structures. It elaborates on Bernstein’s theory of the complex division of labour within the field of symbolic control, consisting of agents from different class factions engaged in conflicts and struggles over the production and recontextualisation of different types of scientific knowledge. The article provides two case studies of empirical research to illustrate how Bernstein’s concepts can be used to theorise different modes of pedagogic governance. It demonstrates the possibilities of Bernstein’s later theoretical oeuvre to studies of social reproduction, interruption and change in and through pedagogic relations. 相似文献
13.
This article reclaims mathematics from the measures of profit and control by first presenting an anarchist analysis of mathematics’ status quo societal uses and pedagogic activities. From this analysis, a vision for an anarchist math education is developed, as well as suggestions for how government school practitioners sympathetic to anarchism can insert this vision into their current work. Aspects to this vision include teacher autonomy, freedom from hierarchical curriculum structure and math class as a non-coercive, happy place. Finally, mathematics is argued to be essential knowledge for anarchistic society for three potentialities: in solving social and technological problems through application, as an analytic technology and for increasing individual happiness via the aesthetic dimension. 相似文献
14.
Graham John McPhail 《Curriculum Journal》2014,25(3):306-325
In this paper the idea of social entitlement to conceptual knowledge is considered in relation to students’ views of music at secondary school in New Zealand. The data was collected as a means of triangulating the key focus of a study concerning the beliefs and actions of teachers in relation to curriculum. In interpreting the student data I utilise thematic categories developed in the study but also Bernstein's concepts of pedagogic rights and identities to consider whether students’ experience of the curriculum empowered them to look beyond what they already know to consider alternatives. Most students were able to recognise themselves and their aspirations within their school music departments while also recognising the potential importance of the theoretical knowledge of the discipline. The interplay between enabling pedagogy and curriculum content appears to be pivotal in developing these rights for students. 相似文献
15.
Gerasimos Koustourakis 《International Studies in Sociology of Education》2013,23(1-2):131-146
This article looks critically at Greek educational reform to the curriculum of compulsory education—reform that took place so that Greece could put into practice the decisions of the European Union of Lisbon (2000) for the contribution of education to the adaptation of the new data of the ‘knowledge society’. Bernstein's theory about pedagogic discourse is utilized. Also, with the use of qualitative content analysis in specific resources (parliamentary debates, new curriculum and textbooks) we tried to answer the following questions: Which are the dominant social principles that led the Greek state to change the curriculum? Through which process and with the contribution of which factors did the reform of the curriculum come about? And which are the characteristics of the new school knowledge and of the pedagogic practices that are selected for their reproduction at the level of the classroom? 相似文献
16.
Jill Adler Sarmin Hossain Mary Stevenson John Clarke Rosa Archer Barry Grantham 《Journal of Mathematics Teacher Education》2014,17(2):129-148
This article reports an investigation into how students of a mathematics course for prospective secondary mathematics teachers in England talk about the notion of ‘understanding mathematics in depth’, which was an explicit goal of the course. We interviewed eighteen students of the course. Through our social practice frame and in the light of a review of the literature on mathematical knowledge for teaching, we describe three themes that weave through the students’ talk: reasoning, connectedness and being mathematical. We argue that these themes illuminate privileged messages in the course, as well as the boundary and relationship between mathematical and pedagogic content knowledge in secondary mathematics teacher education practice. 相似文献
17.
We adopt a neo-Vygotskian view that a fully concrete scientific concept can only emerge from engaging in practice with systems of theoretical concepts, such as when mathematics is used to make sense of outside school or vocational practices. From this perspective, the literature on mathematics outside school tends to dichotomise in- and out-of-school practice and glamorises the latter as more authentic and situated than academic mathematics. We then examine case study ethnographies of mathematics in which this picture seemed to break down in moments of mathematical problem solving and modelling in practice: (1) when amateur or professional players decided to investigate the mathematics of darts scoring to develop their “outing” strategies and (2) when a prevocational mathematics course task challenged would-be mathematics teachers’ concept of fractions. These examples are used to develop the Vygotskian framework in relation to vocational and workplace mathematics. Finally, we propose that a unified view of mathematics, outside and inside school, on the basis of Vygotsky’s approach to everyday and scientific thought, can usefully orientate further research in vocational mathematics education. 相似文献
18.
Cecilia Agudelo-Valderrama Diana Martínez 《International Journal of Science and Mathematics Education》2016,14(4):719-737
In this paper, we offer illustrations of a mathematics teacher’s difficulties with content knowledge when trying to find connections between school mathematics and science; we do so by describing the development of this teacher’s thinking and learning in her pursuit of connections between the concepts of slope of a line and density of matter. The paper is based on a sub-study that is part of a larger Colombian project, PROMESA (Creating Science and Mathematics Connected Learning Experiences that Open Opportunities for the Promotion of Algebraic Reasoning), which incorporated a Professional Learning Programme (PLP) seeking to integrate school science and mathematics teachers into working teams, in order to create science and mathematics connected learning experiences that considered the promotion of algebraic reasoning. The ‘challenging questions’ that emerged for this teacher, during the workshops of the induction stage of the PLP, became the driving force for her continued engagement in learning mathematics content in a connected way, as opposed to the compartmentalised content-item thinking that she had experienced as a school student. We provide illustrations of first steps in the development of a teacher’s mathematical understanding, which can support growth of mathematical knowledge for teaching. 相似文献
19.
Shari R. Metzger Susan Sonnenschein Claudia Galindo 《The Journal of educational research》2019,112(4):431-446
Integrating multiple theoretical frameworks, the authors examined rising first- to fourth-grade students’ mathematics utility conceptions—their knowledge and beliefs about the usefulness of mathematics, home-based mathematics engagement, and grade-level differences in mathematics utility conceptions and home engagement. Most children viewed mathematics as heavily focused on low-level mathematics operations and as learned and used primarily in school. Older children showed more awareness of mathematics as part of daily living, but still viewed mathematics as mostly school-based—more so than their younger counterparts. Results suggest that awareness of mathematics in daily life may be associated with children’s mathematics utility value (perceived usefulness of mathematics). Although children engaged in activities at home with the potential to foster mathematics development, the frequency of engagement was not related to their awareness of mathematics in daily activities. Thus, there may be untapped opportunities for young children to connect the mathematics they learn in school to their daily life. 相似文献
20.
随着新课程改革的不断深入,小学数学教师也应转变传统的教学观念,创新数学教学方法,以达到新课程改革对小学阶段数学教学目标的新要求。小学阶段的数学教学能为学生未来更好地学习数学知识打好理论基础,在这一段时间内培养学生的良好学习习惯能使学生的学习达到事半功倍的效果。因此抓住这一关键期对学生进行教育,对帮助学生形成数学思维、提高学生运用数学知识解决实际问题的能力有重要作用。基于此,本文将研究在新课改背景下小学数学教学方法的几种创新形式。 相似文献