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IkNOwSTuff
reply to post by benrl
If we didnt relate it to computers it would be considered silly and inefficient, which using the human mind the method employed is.
Used in the context that it is, it is in no way clever and in fact quite the opposite.
Clever to me is using the most efficient means possible, to be honest I see it at kinda patronising that you all think its great. It almost comes across like "look at these savages, using computing techniques without even knowing haha"
Whichever way you look at it the method as employed by the shaman is silly
mathserver.neu.edu...
The ancient Egyptians did not multiply but used doubling, a simple form of
addition to accomplish any integer multiplication. Here is an example.
to multiply 56 times 73 you take the larger number, 73. Line it up with the
number 1:
You can get any integer by 2 ----- 146 Keep doubling the 73.
adding powers of 2. 4 ----- 292
8 ----- 584
16 ----- 1168 Notice that 32 + 16 + 8 is
32 ----- 2336 56
56 times 73 is gotten by adding 2336 + 1168 + 584 = 4088.
The ancient Egyptians used unit fractions (fractions with a numerator of
1) with the sole exception of 2/3. This is a less comfortable way to deal with
fractions than the Mesopotamian unified place–value notation. They had
extensive tables for reducing fractions with numerators larger than 1 to unit
fractions. We find tables of fractions as well as problems involving them in the
Rhind papyrus written about 1650 B.C.E by the scribe Ahmose. Egyptian
writing, when not on stone monuments, ivory or wood, was on papyrus which was
used as far back as the first dynasty, around 3100 B.C.E. This material rots in
humid conditions, so the documentation in Egypt is less than in Mesopotamia.
In the Rhind Papyrus we find Ahmose using the splitting algorithm to
create tables of unit fractions equivalent to other fractions:
You can get any integer by 2 ----- 146 Keep doubling the 73.
adding powers of 2
! 2
n = 2
n + 1+ 2n(n + 1)
, where we assume n is an odd numb
IkNOwSTuff
It doesnt seem advanced or clever to me, in fact it just seems stupid.
He dug 7 holes and then droop at least 400 pebbles in them.
Why not just dig 34 holes, 1 for each sheep, and then drop 7 pebbles in each????
IMO this is just another way of those with power trying to make themselves look smarter or better than those they have power over. if he can count to 238 Im fairly certain he could understand basic multiplication
justreleased
reply to post by MerkabaMeditation
Why can't they feed themselves?
I mean if they can do advanced math why can't they plant corn or build computers like the rest of the world?
Broom
reply to post by supermarket2012
Lack of natural resources. If the United States was there in Africa, it too would lack a lot of natural resources, and have inhospitable weather. There are some things man has no control of.
Kananga masks form geometric patterns. These masks represent the first human beings and are normally made by carvers of the Awa society. The masks are worn during the Dama dancing ceremonies The Dogon believe that the Dama dance creates a bridge into the supernatural world. Without the Dama dance, the dead cannot cross over into peace.
Broom
reply to post by supermarket2012
Lack of natural resources. If the United States was there in Africa, it too would lack a lot of natural resources, and have inhospitable weather. There are some things man has no control of.
LUXUS
reply to post by Spider879
Don't pretend you haven't heard this rubbish about the Dogons having advanced knowledge about the 50-year elliptical orbit around Sirius, and yes I watched a documentary in which this fool was claiming that this advanced knowledge was encoded in their dance, he claimed that a guy swinging his head around with a long mask was imitating the orbit of a planet...and no I obviously do not believe it, and I never wasted my money on his book either!
Another extraordinary event of the Dogon people is the Sigi festival. It is a the most important animist ritual celebrated every sixty years. Given the Dogon’s cosmology, it has been considered to coincide with the apparition of the Sirius B or Dog star.
IDNeon
It would make sense that the Ethiopians having had contact with the Egyptians would have kept or preserved the Egyptian mathematical methods.
The Egyptian mathematics was in fact a form of "binary".
www.youtube.com...