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Mathematics Education Research in Norway and the Nordic Graduate school

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Title: Mathematics Education Research in Norway and the Nordic Graduate school


1
Mathematics Education Research in Norway and the
Nordic Graduate school
  • with main focus on higher degrees master and
    doctoral studies

2
Teacher education in mathematics
  • 19 University Colleges
  • before 1975 a minor course as obligatory, and a
    focus on further education
  • yearly national conferences for teachers
    educators
  • 1975 ¼ year course compulsory with focus on
    general education in teaching of mathematics
  • 1998 ½ year course compulsory. Further
    education. Several colleges give more than the
    compulsory half year.
  • Within this environment strong environments have
    developed. E.g. Bergen University College, Stieg
    Mellin-Olsen,
  • Telemark University College Gard Brekke.
  • Nordic and international cooperation, e.g
    Mathematics and Democracy.
  • 19

3
Journals Nomad, Tangenten
  • 4 Universities
  • 2 4 masters program
  • 1 PhD program in maths. education at Agder
    University College
  • PhD at Universities

4
Master and PhD studies
  • up to recently very limited research in the area
  • some candidates from universities
  • very few PhD
  • Norway a small country
  • Agder University College
  • a node in the network and largest community
  • 10 years of experience giving master degree
  • 2 years since start of doctor program
  • 1,5 years since start of Nordic Graduate School

5
Mathematics Education at AUC
Vision To work for ? research and knowledge
production in mathematics teaching and
learning, ? general education in mathematics,
? education of high competent mathematics
teachers, ? high quality of mathematics in
schools, ? recruitment to mathematics studies,
and ? for disseminating mathematical knowledge
in the society
  • Keywords The work is guided by
  • ? cooperation internally, nationally,
    internationally
  • ? crossing contacts mathematics - education -
    school,
  • research - development - practice
  • ? addressing high quality requirements

6
Milestones - Math Education
  • 1972 Cooperation Maths departments ADH-KLH
  • 1990 Mathematics Education a field of priority
    locally
  • 1992 International conference Sånn, ja!
  • 1994 Master degree study program established
  • 1997 The first professor in Maths Ed emplyed at
    AUC
  • 1998 The second Nordic conference Norma98
  • 2002 Doctoral degree program established
  • 2002 The research community strengthened. New
    professors in Mathematics Education employed
  • 2003 NorFA support for the 5 ys Nordic Graduate
    School in Maths Ed
  • 2003 Taking up substantial research projects, by
    generous support from NFR

7
Master degree in Maths Ed
1994 - 2004
Three main categories of thesis
Concept development Theories on
learning Affective aspects, attitudes Problem
solving Classroom research 30 candidates
Mathematics modelling Use of mathematics as
tool Technology in maths teaching 10 candidates
Articles in journals Nomad, Tangenten Summary
for each on the web
Historical development Implications and ideas for
mathematics classroom 16 candidates
8
Research community - MERGA
  • Professors
  • Maria Luiza Cestari
  • Barbro Grevholm
  • Barbara Jaworski
  • Anna Kristjansdottir
  • Reinhard Siegmund-Schultze
  • Trygve Breiteig
  • Anne Berit Fuglestad
  • Senior lecturers
  • Raymond Bjuland
  • Hans Erik Borgersen,
  • Rolf Venheim
  • Doctor students
  • Master students

9
PhD in mathematics education
  • AUC permission to start from august 2002
  • New professors appointed
  • 10 students enrolled in the program, some from
    other countries
  • We welcome foreign students
  • Cooperation with Nordic countries in the Nordic
    Graduate school

10
Research focus at AUC
  • Individual student projects
  • 3 new research projects financed by the Research
    Council of Norway (NFR)
  • SHP
  • Mathematics, learning and teacher competence
  • KUL
  • LCM Learning Communities in Mathematics
  • ICTML ICT and mathematics learning

11
Mathematics, learning and teacher competence
  • It includes a research project in in connection
    with a developmental program in Kristiansand, the
    focus being conceptions of mathematics and
    mathematics learning held by "the triad in
    mathematics learning" teachers, students and
    parents and how to make these conceptions better
    communicable between the three "actors".
  • Home school cooperation
  • Powerful technology

12
Learning Communities in Mathematics (LCM)
  • A four-year project supported by The Research
    Council for Norway (NFR) in the KUL Kunnskap,
    Utdanning og Læring Programme
  • To design and study mathematics teaching
    development for the improved learning of
    mathematics through inquiry communities between
    teachers and didacticians.
  • Research is exploring community building, design
    processes and the nature of inquiry.
  • Partnerships are in the process of development
    between teachers in 7 schools across the full age
    range (Grades 1-13) and didacticians at Agder
    University College

13
ICT in Mathematics Learning (ICTML)
  • Within inquiry communities of teachers and
    didacticians
  • To obtain fundamental knowledge of how ICT
    influences or does not influence the teaching and
    learning of mathematics, and the students future
    use of ICT
  • Research deeply how mathematical concepts and
    knowledge structures will be developed when
    students use ICT
  • Study the teachers development of their own
    competence
  • What implications emerge for mathematics
    learning from use of ICT as a personal
    technology? What basic understanding is needed to
    interpret and use results?
  • How are ICT tools used, and how are students
    and teachers attitudes?

14
Layers of Inquiry in LCM and ICTML
  • Inquiry in mathematics
  • Teachers and didacticians exploring mathematics
    in problems and tasks in workshops
  • Pupils in schools learning mathematics through
    engagement in tasks and problems in classrooms
    using ICT as appropriate
  • Inquiry in teaching mathematics
  • Teachers using inquiry in the design and
    implementation of tasks, problems and
    mathematical activity in classrooms using ICT as
    appropriate
  • Inquiry in developing the teaching of mathematics
  • Teachers and didacticians researching the
    processes of using inquiry in mathematics and in
    the teaching of mathematics.

15
Key elements of the two projects
  • 1. Creating Partnerships
  • Didacticians and teachers have to work together
    for mutual benefit and support teachers have to
    be involved in design and implementation at
    conceptual levels for the success of innovation.
  • 2 Designing Activity
  • Design of tasks for workshops and classrooms
    design of approaches to learning and teaching
    design of research/inquiry to learn about
    developmental processes and learning outcomes.
  • 3. Research into Designing Activity and Creating
    Partnerships

16
Focus on ICT and Learning
  • Workshops with special focus on ICT tools and
    development of teaching units
  • Study use of computer software and
  • Study teachers and students development of
    their competence to use ICT tools
  • Theoretical studies of learning theories in
    relation to ICT tools and previous research using
    ICT for mathematics learning.

17
Main stages and cycles of activity
  • 1. Workshops at HiA
  • Teachers and didacticians working together on
    mathematical problems and tasks (using ICT).
    Creating a community of inquirers we are all
    learning at a variety of levels.
  • 2. Teachers groups working in Schools
  • Teachers building on experiences in (1), working
    together within a school to design tasks
    (including ICT) for the classroom. Drawing on
    support from didacticians according to needs.
  • 3. Innovative Teaching in Classrooms
  • Teachers teaching classes using inquiry tasks
    and ICT according to experiences from (1) and
    design at (2) to engage students in inquiry and
    learning in mathematics .

18
Looking at Learning Longitudinal Study
  • We know that mathematical learning in classrooms
    in Norway is problematic (KIM, L97 evaluation).
  • To explore development in teaching we need also
    to look at learning is learning improved?
  • We will design instruments to look at current
    practices in mathematics learning, teaching and
    use of ICT at the beginning of the project and
    twice during the life of the project in project
    schools.

19
Nordic Graduate School in Mathematics Education
  • The Nordic Graduate School is situated at Agder
    University College in Kristiansand, Norway

20
The aim of a Nordic Graduate School in
mathematics education
  • support and develop the education of researchers
    in mathematics education in the Nordic and Baltic
    countries,
  • create constructive cooperation in order to raise
    the scientific quality of research in mathematics
    education,
  • give all doctoral students in mathematics
    education access to the activities of the
    Graduate School
  • create cooperation among a greater group of
    doctoral students and supervisors in order to
    share experiences and opportunities to improve
    the education of researchers.
  • The utmost aim is to create a network of
    cooperating partners, who can continue to
    collaborate after the five years of the Graduate
    School.

21
Activities in the Nordic Graduate School in
Mathematics Education
  • Common courses created with the added competence
    from all researchers in the Nordic countries and
    international partners
  • Summer schools building on earlier good
    experience from similar arrangements
  • Seminar-series in specific research areas as a
    complement to local series and workshops on
    subjects or issues of main importance
  • Competence development for supervisors and
    exchange of experience
  • Partnership and collaboration with distinguished
    international scholars
  • Creating a database for ongoing work, theses and
    greater development work in mathematics education
  • Mobility stipends and special financial support
    for doctoral students

22
Courses to be offered for 2004/05 (preliminary)
  • Theory of science from a mathematics education
    perspective
  • Meta perspectives on mathematics and the learning
    of mathematics in a technological environment
  • History of mathematics with emphasis on modern
    mathematics
  • Theoretical aspects of mathematics education with
    emphasis on the French School
  • Problem solving
  • Research design and research methods

23
The board of the Nordic graduate school in
mathematics
  • Rudolf Straesser
  • Barbro Grevholm
  • Trygve Breiteig
  • Ole Björquist
  • Gudmundur Birgisson
  • Mogens Niss (absent)

24
For further information
  • University colleges represented at this
    conference
  • Bergen http//www.hib.no
  • Telemark http//www.hit.no
  • Oslo http//www.hio.no/content/view/full/202
  • Trøndelag http//www.hist.no
  • Nord Trøndelag http//www.hint.no
  • Volda http//www.hivolda.no/
  • Stavanger http//www.his.no
  • Hedmark http//www.hihm.no

25
  • Agder University College http//www.hia.no
  • AUC Master studies
  • http//www.hia.no/realfag/matinst/
  • AUC PhD studies http//www.hia.no/realfag/matins
    t/doktorgrad/english/index.php3?menu_id10
  • Nordic Graduate School http//www.hia.no/realfag
    /didaktikk/forskerskolen/index.php3?menu_id9
  • Network of mathematics didacticians in Norway
  • http//www.hia.no/realfag/didaktikk/nettverk/vis_
    liste.php3
  • We see a challenge to build and extend our
    networks nationally and internationally
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