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• When was most of the maths you learn at GCSE discovered?
• A) Before 1700 B) Between 1700 and 1900 C) Since 1900
• How many pieces of new mathematics are published each year?
• A) 15-20 B) 1000 C) 250,000
• Mathematicians believe that there will be no new mathematics left
to discover by the year 2030 - True or False
• Mathematics Staff at university spend on average how many
hours teaching a week?
• A) 35 B) 25 C) 9
Fractal Geometry
Fractal Geometry
A new branch of mathematics
Phenomena in nature that can’t be
described using normal Geometry.
A new age in
computing
Complicated
patterns can be
plotted for the very
first time
By Michael Bradshaw
Mathematicians discovering that
repeating simple rules again and again
can produce wild and beautiful patterns
The Dragon Curve
Tiling the plane with the dragon
curve
Picture by Alexis Monnerot-Dumaine.
The Sierpinski gasket
• Your turn to recreate Sierpinski gasket
• And this is what is would look like if you
went one stage further:
What is a fractal????
• Often self similar
• However much you zoom in you still see a
pattern
• Often generated by a simple rule
What’s Special about the
Sierpinski Gasket?
Do other fractals have interesting
properties?
The Koch Snowflake
But are fractals actually useful?
But are fractals actually useful?
Yes!
e.g. in film
Image:Animated fractal mountain.gif - Wikipedia,
the free encyclopedia
A fractal landscape created by Professor
Ken Musgrave (Copyright: Ken Musgrave)
But are fractals actually useful?
and other egs:
fractal antenna
lungs

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Fractal Geometry A new branch of mathematics

  • 1.
  • 2. • When was most of the maths you learn at GCSE discovered? • A) Before 1700 B) Between 1700 and 1900 C) Since 1900 • How many pieces of new mathematics are published each year? • A) 15-20 B) 1000 C) 250,000 • Mathematicians believe that there will be no new mathematics left to discover by the year 2030 - True or False • Mathematics Staff at university spend on average how many hours teaching a week? • A) 35 B) 25 C) 9
  • 3. Fractal Geometry Fractal Geometry A new branch of mathematics
  • 4. Phenomena in nature that can’t be described using normal Geometry.
  • 5. A new age in computing Complicated patterns can be plotted for the very first time
  • 6. By Michael Bradshaw Mathematicians discovering that repeating simple rules again and again can produce wild and beautiful patterns
  • 7.
  • 8.
  • 9.
  • 10.
  • 11.
  • 12.
  • 13.
  • 15. Tiling the plane with the dragon curve Picture by Alexis Monnerot-Dumaine.
  • 16. The Sierpinski gasket • Your turn to recreate Sierpinski gasket • And this is what is would look like if you went one stage further:
  • 17. What is a fractal???? • Often self similar • However much you zoom in you still see a pattern • Often generated by a simple rule
  • 18. What’s Special about the Sierpinski Gasket?
  • 19. Do other fractals have interesting properties? The Koch Snowflake
  • 20. But are fractals actually useful?
  • 21. But are fractals actually useful? Yes! e.g. in film Image:Animated fractal mountain.gif - Wikipedia, the free encyclopedia A fractal landscape created by Professor Ken Musgrave (Copyright: Ken Musgrave)
  • 22. But are fractals actually useful? and other egs: fractal antenna lungs