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Descriptors:
Childrens Literature; Science Activities; Books; Science Education; Science Instruction; Literacy; Mathematics Education; Mathematics Instruction; Learning Modules; Teaching Methods; Parent Participation

Abstract:
In the following article, Dr. Seuss's children's books are creatively integrated with science activities through the creation of take-home activity kits. The kits provide families an opportunity to read at home while connecting the enjoyable experience to science content and skill development through associated activities. The kits should be constructed using easy-reading books and aligned to developmentally appropriate academic science standards. Most importantly, they should be designed in a manner so that all family members are participants rather than expecting the adults to teach the expected outcomes. The activity kits can be completed as stand-alone experiences for interested students, used by students who are ready for an additional challenge, or adapted for an entire classroom of students as part of a teacher's normal curriculum. (Contains 1 table, 6 figures, and 3 resources.) Note:The following two links are not-applicable for text-based browsers or screen-reading software. Show Hide Full Abstract

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Elementary Schools; Foreign Countries; Teaching Assistants; Mathematics; Mathematics Education; Mathematics Instruction; Interviews; Elementary School Mathematics

Abstract:
Teaching Assistants (TAs) in primary schools in England have a growing pedagogic role. For some, this sometimes includes responsibility for the whole class instead of the teacher. This article draws on 24 interview transcripts to examine the practice in the context of primary mathematics lessons and from TAs' viewpoints. Emergency cover is often seen as reasonable where good working relationships exist. The practice of being regularly responsible for mathematics lessons evokes more diverse reactions. Some TAs initially appear to support the "official" view that it is unproblematic to run a lesson from pre-prepared plans, though close inspection reveals a different picture. Others acknowledge that the interactions involved in such lessons are not necessarily susceptible to planning. The findings raise considerable doubt about current policy and question its presentation as a way to raise standards. Note:The following two links are not-applicable for text-based browsers or screen-reading software. Show Hide Full Abstract

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Talent; Gifted; Identification; Intervention; Small Group Instruction; Gender Differences; Academic Ability; Instructional Program Divisions; Talent Development; Acceleration (Education); Language Arts; Mathematics Education; Science Education; Student Attitudes; Individualized Instruction; Mathematics Instruction

Abstract:
Established in the early 1970s, the talent search model has garnered strong theoretical and programming support for addressing the academic needs of highly able students. The two main components of the talent search model are discovery (identification) and development (programming) of academic talent. Discovery of academically talented elementary and middle school students occurs via the process of above-level testing, usually offered through university-based centers. The essence of talent search program intervention is acceleration, which has robust research support as the most effective intervention for high-ability students. Whereas talent search identification and programming are university based, talent search participants receive nearly all of their instruction in K-12 settings, where academic acceleration is less likely to be implemented. In this investigation, a large sample of talent search participants (n = 5,844) were asked questions designed to measure the various ways in which the students study mathematics, science, and language arts (writing and reading) in the K-12 setting. More than two thirds of the study sample reported that they were taught in the regular classroom, learning the same material, at the same level and pace as nongifted peers. The type of curriculum differentiation or program delivery model (e.g., small-group instruction) reported by the students varied according to subject area, with the greatest percentage of reports of differentiated delivery in mathematics. Main effects were found for gender, grade, and ability. Implications for school-based accelerative interventions are presented. (Contains 5 tables and 1 figure.) Note:The following two links are not-applicable for text-based browsers or screen-reading software. Show Hide Full Abstract

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Descriptors:
Reading Achievement; At Risk Students; Tutoring; Problem Solving; Mathematics Education; Pretests Posttests; Word Problems (Mathematics); Intervention; Small Group Instruction; Intermode Differences; Teaching Methods; Achievement Gains; Aptitude Treatment Interaction; Grade 3; Mathematical Enrichment; Mathematics Achievement; Learning Disabilities

Abstract:
This intervention study compared the efficacy of small-group tutoring on the mathematics learning of third-grade students at risk for mathematics difficulty using either a school-provided standards-based curriculum (SBC) or a schema-based instruction (SBI) curriculum. The SBI curriculum placed particular emphasis on the underlying mathematical structure of additive problems to represent and solve word problems. At-risk students (N = 136) from 35 classrooms scoring below a proficiency level on their district accountability assessment were assigned randomly to treatment groups. Results indicated interaction effects on the word problem-solving (WPS) posttest and retention tests such that SBI students with higher incoming (pretest) WPS scores outperformed SBC students with higher pretest scores, whereas SBC students with lower pretest scores outperformed SBI students with lower pretest scores. No effects were found on number combinations automaticity, and mathematics and reading achievement. Implications to improve the problem-solving performance of at-risk students are discussed. (Contains 4 tables and 2 figures.) Note:The following two links are not-applicable for text-based browsers or screen-reading software. Show Hide Full Abstract

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Accountability; Beginning Teachers; Mathematics Education; Mathematics Instruction; Educational Practices; Elementary School Mathematics; Classroom Observation Techniques; Interviews; Curriculum Based Assessment; Intermode Differences; Educational Indicators; Inclusion; Classroom Techniques; Teaching Methods; Learning Disabilities; Academic Accommodations (Disabilities); Instructional Effectiveness; Achievement Gains

Abstract:
In this exploratory study, teachers' use of standards-based, discourse practices and their students' mathematics learning in inclusive elementary mathematics classrooms were examined. Two beginning teachers (one third-grade teacher, one fourth-grade teacher) and six students identified with disabilities or as low performing in mathematics participated in this study (three students from each classroom). Six classroom observations of teachers took place over 4 months focusing on a subset of indicators associated with Walshaw and Anthony's framework of mathematics classroom discourse practices. Follow-up interviews were also conducted. Curriculum-based and state-accountability measures were collected on the six target students in these settings. Different patterns of student performance emerged across the two classrooms in which teachers were observed using different types and degrees of standards-based discourse practices during mathematics lessons. Findings suggest indicators of effective mathematics teaching in inclusive general education classrooms to be validated by future research efforts. (Contains 6 tables and 2 figures.) Note:The following two links are not-applicable for text-based browsers or screen-reading software. Show Hide Full Abstract

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Descriptors:
Foreign Countries; Mathematics Education; Elementary Secondary Education; Ethics; Canada Natives; Laws; Educational Research; Politics of Education; Indigenous Populations; World Views; Conflict; Educational Change; Educational Philosophy; Mathematics Instruction

Abstract:
In mathematics education, there are (at least) two seemingly disparate and unethical issues that have been allowed to continue unresolved for decades: the math wars (traditional versus reform teaching and learning of mathematics) and the marginalisation of Indigenous students within K-12 mathematics. Willie Ermine, an Indigenous scholar, has proposed the use of ethical spaces to explore and analyse occurrences of unethical situations arising between the "intersection of Indigenous law and Canadian Legal systems" (Ermine, "Indigenous Law Journal" 6(1):193-203, 2007). This paper brings Ermine's notion of ethical spaces to the field of mathematics education research as the theoretical framework for analysing the aforementioned issues. The result of this analysis is a potential single theoretical resolution to both dilemmas that can also serve as a significant factor in the processes of decolonisation. Note:The following two links are not-applicable for text-based browsers or screen-reading software. Show Hide Full Abstract

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Descriptors:
Evidence; Teacher Education; Educational Research; Young Children; Early Childhood Education; Colleges; Higher Education; Disabilities; Infants; Toddlers; Mathematics; Mathematics Education; Research

Abstract:
It is essential that a solid research base be established to provide a foundation that will enable the field of early childhood teacher education to examine whether, for whom, and in what ways teacher education matters. The purpose of this article is to review several important domains in early childhood teacher education to illustrate the characteristics, key features, and significant gaps in current research, and to identify the kinds of research that are most needed to enhance the impact of early childhood teacher education. We conclude by identifying five crosscutting research priorities and describing what is needed to create a supportive environment that produces--and implements--early childhood teacher education research. (Contains 1 figure.) Note:The following two links are not-applicable for text-based browsers or screen-reading software. Show Hide Full Abstract

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Foreign Countries; Canada Natives; Mathematics Education; Mathematical Concepts; American Indian Education; American Indian Students; Elementary Secondary Education; Mathematics Instruction; Teaching Methods; American Indian Languages

Abstract:
As part of a larger project focused on decolonising mathematics education for Aboriginal students in Atlantic Canada, this article reports on the role of the Mi'kmaw language in mathematics teaching. By exploring how mathematical concepts are talked about (or not talked about) in the Mi'kmaw language, teachers and researchers can gain insight into how Mi'kmaw children think about mathematical concepts. It is argued that much can be learned by asking questions such as "What's the word for... ?" or "Is there a word for... ?" Numerous examples of such conversations are presented. It is argued that particular complexities arise when words such as "flat" and "middle" are taken-for-granted as shared, but in fact do not have common use in the Mi'kmaw language. By understanding these complexities and being aware of the potential challenges for Mi'kmaw learners, teachers can better meet the needs of these students. It is argued that understanding Aboriginal languages can provide valuable insight to support Aboriginal learners in mathematics. Note:The following two links are not-applicable for text-based browsers or screen-reading software. Show Hide Full Abstract

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Video Technology; Infants; Toddlers; Mathematics Education; Emotional Response; Social Behavior; Philosophy; Schemata (Cognition); Interaction; Foreign Countries; Infant Behavior

Abstract:
This article challenges traditional approaches to emotion as a discreet biological or dialectic process in the early years. In doing so the proposition is made that emotion is an answerable social act of meaning-making and self-hood. Inspired by Bakhtinian philosophy, which resists separating emotion from cognition or the individual from their social milieu, the dialogic interplay that takes place between an 18-month-old infant, adults, and peers in a New Zealand Education and Care setting is explored from an emotional volitional standpoint. Drawing on eleven hours of polyphonic split-screen video footage taken from the visual perspective of the infant and those around her, language acts and their interpretive aftermath are presented as intersubjective and alteric (i.e., altering) communicative acts. Taken together they recaste infant emotionality as a highly strategic socially oriented process of embodied performance through selective employment of genres that "speak" to the adult. The article argues that such a renewed appreciation of infant emotion has potential for understanding very young children as strategically acting upon as well as responding to the environment that surrounds them. As such there is potential to view emotional acts as answerable performance, with revealing implications for those who share in infant experience. (Contains 1 table and 9 footnotes.) Note:The following two links are not-applicable for text-based browsers or screen-reading software. Show Hide Full Abstract

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Descriptors:
Academic Achievement; Student Participation; Foreign Countries; Mathematics Education; Mathematics Achievement; Educational Attainment; Hierarchical Linear Modeling; Student Recruitment; Academic Persistence; Secondary School Students; Secondary Schools; Ethnicity; School Effectiveness

Abstract:
Given the commonly accepted view that having a mathematically well-educated populace is strategically important, there is considerable international interest in raising attainment, and increasing participation, in post-compulsory mathematics education. In this article, multilevel models are developed with the use of datasets from the UK Department for Education's National Pupil Database (NPD) in order to explore (1) school effects upon student progress in mathematics from age 11-16 in England and (2) student participation in advanced-level mathematics over the following 2 years. These analyses highlight between-school variation in the difference between mathematical and general academic progress. Furthermore, the between-school differences in post-compulsory mathematics participation are large. Importantly, there is no evidence to suggest that schools/departments with higher "contextual value added" from 11-16, a key measure in government accountability processes in England, are also more effective in recruiting and retaining students in post-16 advanced mathematics courses. (Contains 5 tables, 3 figures and 4 notes.) Note:The following two links are not-applicable for text-based browsers or screen-reading software. Show Hide Full Abstract

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