David Austin illustrates how circle packings bring together some important ideas in geometry, topology, and...
Originally shared by American Mathematical Society
David Austin illustrates how circle packings bring together some important ideas in geometry, topology, and analysis, and form a bridge between the discrete and continuous worlds in this month's Feature Column, "Petals, Flowers and Circle Packings." http://bit.ly/1O0PXRc
David Austin illustrates how circle packings bring together some important ideas in geometry, topology, and analysis, and form a bridge between the discrete and continuous worlds in this month's Feature Column, "Petals, Flowers and Circle Packings." http://bit.ly/1O0PXRc
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