Questions
on African Fractals ch 5-6
1)
pp.
61 What is a geometric algorithm?
2)
pp.
62 Who are the Mangbetu? Why is it that their naturalistic designs are famous,
but the geometric style of their art less known?
3)
pp.
62-63 What attribute of the ivory hatpin suggests that it is more than just
another esthetic fractal?
4)
pp.
62-63 What is the most prominent
Mangbetu design theme? Provide examples
in their adornment designs.
5)
pp.
64-65 How do we know that the Mangbetu design theme is not merely mimicry of a
natural body angle?
6)
p.
66-68 How can the Mangbetu design theme account for the geometric properties of
the scaling pattern?
7)
pp.
68 What are Lusona? What are the
relations between their geometric properties and their cultural context?
8)
pp.
68-70 What conclusions can we draw from these examples of African geometric
algorithms?
9)
pp.
71 Why ask African artisans about scaling?
10)pp. 71-72 Where and what is the Sahel windscreen?
What is its scaling attribute? Why do the lengths repeat in pairs as you go
towards the top?
11)pp. 73 What is the African artisans’ reasoning
behind the design of the Sahel windscreen?
12)pp. 73-74 How does the African artisans’ design
compare to the models in the wind engineering handbook?
13)pp. 74-76 In what way does kente cloth show a
scaling transformation? Why do the weavers create this pattern?
14)pp. 76-77 What is the difference between a linear
and a nonlinear spiral? Where are these
different forms commonly found?
15)pp. 78 How are nonlinear spirals used in Ghana? Why
not view these as mimicry of nature?
16)pp. 79-80 In addition to spirals, what other kinds
of logarithmic patterns do we see in Ghana? Why not view these as mimicry of
nature?
17)pp. 80-81 What is conformal mapping? How is it
applied in the designs in figures 6.6-6.7?
18)pp. 83-84 How is a global scaling transformation
different from the scaling in conformal mapping? How are global transformations applied in the designs in figures
6.8-6.9?
19)pp. 85 What is the one reason behind all the
examples of African scaling transformations?