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#geometry

Read through the most famous quotes by topic #geometry




There is geometry in the humming of the strings, there is music in the spacing of the spheres. ↗


— Pythagoras


#humming #music #spheres #strings

I've always been passionate about geometry and the study of three-dimensional forms. ↗


— Erno Rubik


#always #been #forms #geometry #i

A multitude of bees can tell the time of day, calculate the geometry of the sun's position, argue about the best location for the next swarm. Bees do a lot of close observing of other bees; maybe they know what follows stinging and do it anyway. ↗


— Lewis Thomas


#anyway #argue #bees #best #calculate

What's your angle?" I asked, trying to sound more playful than demanding. "Isosceles," Jack quipped. ↗


— Amanda Hocking


#math-humor #quip #retort #humor

I am coming more and more to the conviction that the necessity of our geometry cannot be demonstrated, at least neither by, nor for, the human intellect. ↗


— Carl Friedrich Gauss


#cannot #coming #conviction #demonstrated #geometry

I'd been doing projects outdoors for the public. I made pigeons eat geometry by putting bread out in rhomboids and triangles. I don't know if this activity made sense, but the work was available. ↗


— Jenny Holzer


#available #been #bread #doing #eat

I've got a real sense of three-dimensional geometry. I can look at a flat piece of fabric and know that if I put a slit in it and make some fabric travel around a square, then when you lift it up it will drape in a certain way, and I can feel how that will happen. ↗


— Vivienne Westwood


#certain #certain way #drape #fabric #feel

A geometry implies the heterogeneity of locus, namely that there is a locus of the Other. Regarding this locus of the Other, of one sex as Other, as absolute Other, what does the most recent development in topology allow us to posit? ↗


— Jacques Lacan


#allow #development #does #geometry #heterogeneity

One geometry cannot be more true than another; it can only be more convenient. Geometry is not true, it is advantageous. ↗


— Robert M. Pirsig


#another #cannot #convenient #geometry #more






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