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Contact:
Assoc Prof
Dr
Lim Chap Sam
cslim@usm.my

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Guidelines for poster presentation






Posters may be put up for the whole duration of the conference.


CODE NO.
PRESENTER(S)
TITLE OF POSTER
P001
Zhang Liyin The essential connotation of China's mathematics two-basics teaching
P002
Masachika Inoue and Keiko Fujita Daily exercise in mathematics tuition – A teaching method for geometry in junior high school
P003
Che Rogayah Seman The effects of visual dynamics towards students achievement with different levels of mathematics anxiety in the learning of trigonometry
P004
Naderi Habibollah Relationship between intelligence & general of trait anxiety among students of high school's mathematics
P005
Noraini Idris & Norjoharudeen Mohd Nor Involvement & enjoyment of mathematics: Usage of textbooks
P006
Kim Soo-Hwan A study on the most beautiful mathematical formulas of the Science High School students in Korea
P008
Sutharat Boonlerts & Maitree Inprasitha A study of students' concept formation in geometry within open-ended problem situation
P009
Weerasak Chaiyakhan & Maitree Inprasitha An investigation of students' metacognitive experiences in open-ended problem solving situation
P010
Hasmawati Hassan Developing e-learning mathematics materials for distance learners: Challenges & prospects
P011
Lui Man-wai & Leung King-man Improving students' understanding of mixed operations in fractions through their outcomes
P012
Pimlak Moonpo & Maitree Inprasitha Communication in learning mathematics in classroom culture context: Case studies of Thai & Japanese classrooms
P013
Kittipakorn Omthuan & Maitree Inprasitha An investigation of mathematical ideas in Khon Kaen Tie-dyed fabric silk process
P014
Kawaissara Sansanoh & Maitree Inprasitha Metacognitive strategy in open-ended problem-solving processes
P015
Suwarnnee Plianram & Maitree Inprasitha A study of critical thinking in open-ended mathematical problem-solving situation
P016
Kruavan Vaisaeng The role of problem posing on students' mathematical problem solving process
P017
Prakaikhum Thesarin & Maitree Inprasitha Scientific values in metacognitive processes
P018
Rungthiwa Khonkama & Maitree Inprasitha Using open-ended problem-solving activities to develop implemented curriculum with emphasizing on mathematical thinking process
P019
Wipaporn Suttiamporn An assessment of mathematical creativity in open-ended problem-solving situation
P020
Somkuan Srichompoo An investigation of student's level of geometric thinking based on van Hide's model
P021
Sampan Jakthinkharjornlai Small-group collaborative mathematical problem solving: Focusing on communication for shared meaning
P023
Nitiwoot Srekungpai An investigation of students' understanding of exponential functions concept using graphing calculator based instruction: A case study
P024
Cheng Lai Lian & Assoc. Prof. Noraini Idris Using a multimedia interactive module to learn multiplication by Dyslexic pupils
P025
Payeakorn Kaewduangta & Channarong Heingraj An investigation of students' understanding of linear function concept using graphing calculator
P026
Prof Kaye Stacey & Lynda Ball Technology research in mathematics education at the University of Melbourne
P027
Thien Lei Mee & Ang Miin Huey Euclidean geometry: From the angle of Affine geometry
P028
Lee Wi Hiem & Ang Miin Huey Linear Transformation: The origin of matrices operations
P029
Osamu Matsuda On the self similarities of the k-Pascal triangles
P032
Minah Anak Japang A descriptive study of students' perception on multimedia presentation graphics in mathematics teaching
P033
Winyou Sriboonruang Teacher's role using open-approach method in mathematics classroom
P034
Thanya Kadroon & Maitree Inprasitha An investigation of teacher's values about teaching mathematics with open approach
P035
Fiona Cheam Learning support for mathematics in Singapore
P036
Narumon Changsri & Maitree Inprasitha The relationship between teachers' mathematical beliefs & teachers' roles in mathematics classroom: A case study
P039
Issic K.C. Leung, Ching Han Cheung Regina M. F. Wong Identifying Quadrilaterals by Imposing or Relaxing Their Properties
P040
Fan Siong Peng, Assoc. Prof. Dr. Noraini Idris The role of Instructional Representations On Children’s Written Representations and Achievement
P041
Lee Byung-Soo, Kang Mee-Kwang Methods to Enhance Intuition on Infinite Concept
P042
Kang Mee-Kwang, Lee Byung-Soo Building Convergence Concepts by Using Distance Functions
P043
Daniel Chew Kai Mun, Md. Hazrin B Hashim, Lee Seok Gnoh, Soh Seok Khim, Miss Tan Shu Yi, Alisa Tan Li Ping, Koh Bee Kuan Math Alive! – Impact of Teacher Constructed Games (TCG) on the Teaching and Learning of Math







Guidelines for poster presentation

1. Size of poster: height: 3 ft. and width: 1.5 ft.
2. Construct the poster to include the title, the author(s), affiliation(s), and a description of the research, highlighting the major elements that are covered in the abstract.
3. Minimize detail and try to use simple, jargon-free statements.
4. Remember that pictures, tables, and figures are amenable to poster display.
5. If you can, use colour in your visuals.
6. Make sure your lettering is neatly done and is large enough to be read from a distance, i.e., do not simply pin up a set of typed pages - reserve these for your handout.
7. Consider using a flow chart or some other method of providing the viewer with a guide to inspecting your display.
8. Do not overwhelm the viewer with excessive amounts of information; rather, construct a poster display that enhances conversation.
9. Be ready to pin up and take down your poster at specified times.
10. Be sure to bring enough thumbtacks with you. Please note that double sided tapes are NOT allowed.


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Sample Poster Arrangements

The following two (2) images are sample layouts for your poster presentation.



EXAMPLE #1:





EXAMPLE #2:








Further enquires about poster presentation, please contact:

Dr Hashimah Mohd Yunus
School of Educational Studies
Universiti Sains Malaysia
11800 Pulau Pinang
Tel: 604 653 3888 Ext 2977
Email: myshima@usm.my


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Updated: 13 June 2007