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This program provides a fascinating survey of mathematical modeling through the ages—from scratch marks on early bone, to the ingenious Babbage Engine—forerunner of the modern computer. Primitive models include the early Greek sundial and astrolabe; a knotted rope used by the Incas to keep track of the community larder; and a wooden tablet with tally marks showing the number of kegs received by a tavern owner. Later, more sophisticated models include Napier Rods—predecessor of today’s multiplication tables; logarithm charts; and the oriental abacus still used today. Each model is discussed within the context of its period and function. Produced by the Open University. (25 minutes)



 
                    

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Copyright date: ©1995




     


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Fractals: The Colors of Infinity
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The Mandelbrot set-someone has called it the thumbprint of God-is one of the most beautiful and remarkable discoveries in the entire history of mathematics. With Arthur C. Clarke as narrator and interviews with a number of notable mathematicians, inc...(more details)
 
Fractals: An Animated Discussion
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Dazzling computer animation combined with the genius of Benoit Mandelbrot and Edward Lorenz present a captivating discussion of fractals and the fundamental concepts of fractal geometry-self-similarity and chaos. Mandelbrot uses a simple head of broc...(more details)
 
Mathematics and Nature
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The shapes of natural things-trees and clouds, blades of grass and galaxies-seem countless. Closer observation shows that nature only presents a small number of fundamental shapes and that these basic shapes obey strict laws. This program explains a ...(more details)
 
Mathematics

Mathematics emerged in history around the same time as agriculture, and for the very practical reason that it was necessary to quantify crops and to count the days to determine planting and harvesting times. Since then, the need for mathematics and t...(more details)
 
Modeling Animal Populations: Blue Haven

This program uses mathematical modeling to explore the concept of population equilibrium, using data gathered about the blue whale. Birth and death rate combinations charted on a line graph illustrate how each affects population equilibrium. Populati...(more details)
 


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