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Mandelbrot developed a
method that treated fractals as a part of standard Euclidean geometry, with the
dimension of a fractal being an exponent.
Fractals pack an infinity into "a grain of sand". This infinity appears
when one tries to measure them. The resolution lies in regarding them
as falling between dimensions...
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This infinity appears
when one tries to measure them. The resolution lies in regarding them
as falling between dimensions. The dimension of a fractal in general
is not a whole number, not an integer. So a fractal curve, a
one-dimensional object in a plane which has two-dimensions, has a
fractal dimension that lies between 1 and 2...
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General points of the essay
Fractal Geometry
The Application Of Fractal Geometry To Ecology
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Analytic Geometry
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Geometry in Escher
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Choose A Current International Accounting Standard (Ias) Or International Financial Reporting Standard (Ifrs). Briefly Summarise Its Provisions And Assess Whether The Standard Can Be Considered To Be ‘Principles-Based’ Or ‘Rules-Based’, E...
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