Euclidean

I have to figure out how to fit "non-euclidean" in there someplace and I've got an H.P. Lovecraft story on my hands. ❋ Wendigomountain (2008)

But that still that non euclidean geometry is a vibrant and active field. ❋ Unknown (2010)

At the same time I was just getting into reading stories by HP Lovecraft, all that barely-restrained hysteria and cosmic horror, mind-cracking abominations bubbling up from beneath the floorboards of non-euclidean, rat-infested cellars, or leering from the dark, unbalanced vistas painted by former inmates of some creaking Providence institution whose walls are stained with the shrieks of vanished patients…. ❋ Unknown (2010)

Of course we dont have a single example of non euclidean geometry existing, none physicists could detect. ❋ Unknown (2010)

February 14, 2010 at 9:51 am a weird packing foam structure that comes in the box for the new laptop you ordered from Best Buy, but which appears on closer inspection to be designed to fit and cushion not an ordinary laptop, but an unknowable item of non-euclidean dimensions. ❋ Unknown (2010)

This is non euclidean geometry at its most shocking! ❋ Fresca (2009)

Another example to show this fascinating elevation to non-euclidean, gravitational lensing, could be seen in this same light. ❋ Sean (2008)

The way to love can sometimes be hard, full of obstacles… even non euclidean! ❋ Unknown (2007)

I really appreaciate que question where it is mentioned the non euclidean geometry. ❋ Unknown (2007)

The conformal coordinate z is to be identified as exp (tau + i sigma), where tau is euclidean time, and and 0 infinity, and we typically do not want to impose boundary conditions in the infinite future. ❋ Sean (2007)

Does quantum mechanical reality or unreality (or whatever) really has a meaning for shape (molecular or not) and if so (in a qm mathematical context) what has that shape has to do with our deterministic 3dimensional euclidean (non relativistic)understanding of shape or space or spacetime whatever that is? ❋ Unknown (2007)

It turns out that nowadays, teachers are using landscape theory coupled with non-euclidean geometry to get far more accurate results. ❋ Unknown (2006)

Thus whether general relativity affirms a Euclidean or a non-euclidean metric in the solar gravitational field rests upon a conventional choice regarding the existence of "universal forces". ❋ Ryckman, Thomas A. (2006)

Thus, the theory of general relativity, on adoption of the coordinative definition of rigid rods ( "universal forces = 0"), affirms that the geometry of spacetime in this region is of a non-euclidean kind. ❋ Ryckman, Thomas A. (2006)

I should add that Kevin McCarty's comment is only true for strips nested in euclidean space. ❋ Unknown (2004)

See: on homotopy, where the space Y is in fact euclidean 3-space. ❋ Unknown (2004)

For a given generation, and a given looping number from that generation such as i=37, with value MidPoint37, Cordova calculates a “pseudo-euclidean distance”: ❋ Unknown (2006)

Why did Gauss wait and publish, seeing that Riemann would take non-euclidean geometries in a positive direction? ❋ Cjohnson (2005)

So such a challenge to society and the rise to non-euclidean perspective had to be quite a achievement. ❋ Cjohnson (2005)