A Quote by Erno Rubik

I've always been passionate about geometry and the study of three-dimensional forms. — © Erno Rubik
I've always been passionate about geometry and the study of three-dimensional forms.
Genes are effectively one-dimensional. If you write down the sequence of A, C, G and T, that's kind of what you need to know about that gene. But proteins are three-dimensional. They have to be because we are three-dimensional, and we're made of those proteins. Otherwise we'd all sort of be linear, unimaginably weird creatures.
I regret that it has been necessary for me in this lecture to administer a large dose of four-dimensional geometry. I do not apologize, because I am really not responsible for the fact that nature in its most fundamental aspect is four-dimensional. Things are what they are.
If a shadow is a two-dimensional projection of the three-dimensional world, then the three-dimensional world as we know it is the projection of the four-dimensional Universe.
Well, I do not mind telling you I have been at work upon this geometry of Four Dimensions for some time. Some of my results are curious. For instance, here is a portrait of a man at eight years old, another atfifteen, another at seventeen, another at twenty-three, and so on. All these are evidently sections, as it were, Three-Dimensional representations of his Four-Dimensioned being, which is a fixed and unalterable thing.
My fascination has been the space between cloth and the body, and using a two-dimensional element to clothe a three-dimensional form.
Most architects think in drawings, or did think in drawings; today, they think on the computer monitor. I always tried to think three dimensionally. The interior eye of the brain should be not flat but three dimensional so that everything is an object in space. We are not living in a two-dimensional world.
In fact, Gentlemen, no geometry without arithmetic, no mechanics without geometry... you cannot count upon success, if your mind is not sufficiently exercised on the forms and demonstrations of geometry, on the theories and calculations of arithmetic ... In a word, the theory of proportions is for industrial teaching, what algebra is for the most elevated mathematical teaching.
Asian men are sexy, confident, and passionate - and three-dimensional. We want the opportunity to portray roles that reflect who we are in real life.
The first impression of a new subject is not necessary the best. Seen from a different angle or under different condition it might look even better. Always study a three - dimensional subject with one eye closed.
I've always been passionate about acting. I haven't been passionate about being famous.
I have always been passionate about dancing and acting, and before I was passionate about it, I was fascinated by it.
Since I found that one could make a case shadow from a three-dimensional thing, any object whatsoever - just as the projecting of the sun on the earth makes two dimensions - I thought that by simple intellectual analogy, the fourth dimension could project an object of three dimensions, or, to put it another way, any three-dimensional object, which we see dispassionately, is a projection of something four-dimensional, something we are not familiar with.
There's always been a shortage of roles for three-dimensional women, no matter what age. If you look at the statistics on women in film, be they behind the camera or in front of the camera, and it's pretty nauseous-making. It always has been.
Since a three-dimensional object casts a two-dimensional shadow, we should be able to imagine the unknown four-dimensional object whose shadow we are. I for my part am fascinated by the search for a one-dimensional object that casts no shadow at all.
There are many things one thinks about in a painting. Often, it's how to handle your chosen medium and how to best reveal the light in a three-dimensional form on a two-dimensional surface.
One of the things I've always loved about queer culture is the openness and passionate curiosity about love, desire and the myriad forms of affectionate ties.
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