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The logistic map is a polynomial mapping (equivalently, recurrence relation) of degree 2, often referred to as an archetypal example of how complex, chaotic behaviour can arise from very simple nonlinear dynamical equations.
Möbius transformations are defined on the extended complex plane ^ = {} (i.e., the complex plane augmented by the point at infinity).. Stereographic projection identifies ^ with a sphere, which is then called the Riemann sphere; alternatively, ^ can be thought of as the complex projective line.
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Clay tablet with map of the Babylonian city of Nippur (c. 1400 BC)Maps in Ancient Babylonia were made by using accurate surveying techniques. [12] For example, a 7.6 × 6.8 cm clay tablet found in 1930 at Ga-Sur, near contemporary Kirkuk, shows a map of a river valley between two hills.
The map and its accompanying schedule gave the names of all owners and occupiers of land in the parish. Individual tithe owners sometimes prepared maps for their own use to show who owned what land. These maps are sometimes also called tithe maps, although such maps are not common before 1836. [1] An example of a complete tithe map.
The Saint-Bélec slab discovered in 1900 by Paul du Châtellier, in Finistère, France, is dated to between 1900 BCE and 1640 BCE.A recent analysis, published in the Bulletin of the French Prehistoric Society, has shown that the slab is a three-dimensional representation of the River Odet valley in Finistère, France.
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