AIMS Alternatives for Innovative Maths Study

1. Linguistic Intelligence

1.1. Pi-ems

1.2. Toppograms

1.3. Stories, jokes, comics, mnemonics

1.4. Maths in Literature

1.5. Numbers in the Bible

1.6. Crosswords

1.7. Podcasts

1.8. Voki talking avatars

1.9. Meeting in Poland

2. Interpersonal/intrapersonal Intelligence

2.1. A Piece of Pie in...

2.2. Our Partner in numbers

2.3. Famous Mathematicians

2.3.1. Biographies

2.3.2. Women Mathematicians

2.3.3. Interviews

2.3.4. Living by a Mathematician

2.4. Playing with numbers

2.5. Statistics on hobbies

2.6. Past and present- timelines

2.7. Meeting in France

3. Artistic/musical Intelligence

3.1. Logo creation

3.2. Mathematical self-portrait

3.3. Photochallenge

3.4. Glogster

3.5. Maths rap

3.6. Geometry in painting/sculpture

3.7. Video creation

3.8. Illustrated dictionary

3.9. Caligraphy

3.10. Four colours theorem maps

3.11. Polyhedrons and bubbles research

3.12. Meeting in Italy

4. Comenius-eTwinning

4.1. Partner Schools

5. Kinesthetic Intelligence

5.1. Building learrnig tools

5.1.1. Windmills

5.1.2. Solar System

5.1.3. Robots

5.1.4. Origami

5.1.5. Wood constructions

5.1.6. Moebius band

5.2. Experiments

5.3. Role playing

5.4. Charades

5.5. Maths in Sports

5.6. Modular constructions

5.7. Presentations

5.8. Meeting in Spain

6. Spatial/visual Intelligence

6.1. Tesselation, tilings

6.2. Mindmaps

6.3. Geometry in ethnic decoration/ceramics

6.4. Geometry in architecture

6.5. Animaps, animations

6.6. 3D constructions, Platonic solids

6.7. Cartesian map

6.8. Visual proofs

6.9. "Dressing" a cube

6.10. Visits to museums

6.11. Spicynodes theorems maps

6.12. Maths in packaging

6.13. Meeting in Greece

7. Logical/mathematical Intelligence

7.1. Encrypted messages

7.2. Strategy games

7.3. Webquests

7.4. Magic squares

7.5. Research on special numbers

7.6. Meeting in Netherlands

8. Naturalistic Intelligence

8.1. Symmetry in nature

8.2. Fibonacci Numbers

8.3. Statistics on plants

8.4. Fractals

8.5. Proportions in nature, the Vitruvian Man

8.6. The Golden Section

8.7. Green areas in our towns

8.8. Maths and Genetics

8.9. Geometry in snowflakes

8.10. Meeting in Romania