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- Geometry has been a school of systematic logical thinking, with Euclid’s work taken to be the paradigm of a well-founded science for millennia, but with a sudden change of views around 1900.
plato.stanford.edu/entries/epistemology-geometry/Epistemology of Geometry - Stanford Encyclopedia of Philosophy
May 11, 2022 · In his book, Shape, mathematician Jordan Ellenberg reveals the geometry lurking beneath history, democracy, biology, and everything else. He argues geometry is a way of thinking, a method...
- Ideas
Ideas is CBC Radio's program of contemporary thought.
- Ideas
Oct 14, 2013 · Geometry has been a school of systematic logical thinking, with Euclid’s work taken to be the paradigm of a well-founded science for millennia, but with a sudden change of views around 1900.
- Jeremy Gray, José Ferreirós
- 2013
The importance of Geometry and Geometric Thinking. This is geometric thinking for both the mathematician and the artist. Geometry for all. I believe it speaks creatively to young minds, or indeed adult minds. It’s not about pushing a utilitarian use of maths, but an organic wholeness of thought.
Geometry, as a branch of mathematics, is characterized by realism, the ability to see and feel it. The development of mathematical thinking using Geometry is a necessary and important tool (Smith, 2013: 196), and Geometry education is a sensory and abstract learning that
May 10, 2021 · Geometry is the most hands-on of all the branches of philosophy and higher learning. Today the cliche is that a math nerd is almost comically feeble in anything having to do with physical action. But ancient geometry was in the thick of the action. You had to roll up your sleeves to do geometry.
Mar 5, 2009 · It is the surest, clearest way of thinking available to us.1 Studying geometry reveals – in some way – the deepest true essence of the physical world. And teaching geometry trains the mind in clear and rigorous thinking.
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Oct 2, 2015 · The visual key is to start thinking in terms of the “coarse geometry” of the Cayley graph of the generated group, by zooming out in visual imagination so far that the discrete nature of the graph is transformed into a traditional geometrical object.
