28 Critical Reflections: random 1 t0 7

There is an inside and an outside to every form. When they are in special accord, as for instance a nut in its shell or a child in the womb, or in the structure of shells or crystals, or when one senses the architecture of bones in the human figure, then I am most drawn to the effect of light. Every shadow cast by the sun from an ever-varying angle reveals the harmony of the inside to outside.[7]

Specular reflection could be called a sort of congruence, insofar as congruences are a type of equality, thus establishing a bi-univocal relation founded on the properties of being reflexive, symmetrical and transitive. In this sense specular reflection is equality and not similitude.[3]

The gallery is a lovely bright space, all white-painted wood and high ceilings, with a few stunning pieces, but the garden's the real show-stopper here. It's quite small, but full of amazing and very varied sculptures, placed far enough apart that you can enjoy each one individually, but close enough together that you can get really interesting perspectives of three or four at once.[8]

Specular reflection could be called a sort of congruence, insofar as congruences are a type of equality, thus establishing a bi-univocal relation founded on the properties of being reflexive, symmetrical and transitive. In this sense specular reflection is equality and not similitude.[3]

The gallery is a lovely bright space, all white-painted wood and high ceilings, with a few stunning pieces, but the garden's the real show-stopper here. It's quite small, but full of amazing and very varied sculptures, placed far enough apart that you can enjoy each one individually, but close enough together that you can get really interesting perspectives of three or four at once.[8]

In between the towers and under the ramps you could see what looked like parks, or gardens, but some of them had wilderness areas, and there were tigers. At least they looked like tigers, but maybe that was...[2]

Specular reflection could be called a sort of congruence, insofar as congruences are a type of equality, thus establishing a bi-univocal relation founded on the properties of being reflexive, symmetrical and transitive. In this sense specular reflection is equality and not similitude.[3]

28 Critical Reflections random 8 to 14
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Sources

[1] http://www.neworleanspast.com/art/id62.html

[2] Ken MacLeod, Reflective Surfaces, New Scientist, 2009.

[3] Umberto Eco, A Theory of Semiotics, Indiana University Press, 1979.

[4] Clive Fencott, Reflections on seeing River Form in Barbra Hepworth's garden in St. Ives.

[5] http://www.flickr.com/photos/nigelhomer/316548379/

[6] http://en.wikipedia.org/wiki/Specular_highlight

[7] http://www.barbarahepworth.org.uk/texts/

[8] tripadvisor.co.uk