What is another word for hypersphere?

Pronunciation: [hˈa͡ɪpəsfˌi͡ə] (IPA)

The word "hypersphere" refers to a three-dimensional geometric shape that extends beyond the boundaries of our regular space-time continuum. Some synonyms for this word include "n-sphere," "hyperball," "multi-dimensional sphere," and "n-dimensional sphere." These terms all imply a shape that exists beyond the scope of our everyday experiences and understanding. The concept of a hypersphere is often used in mathematics, physics, and cosmology to describe the properties of space-time in complex and abstract ways. Synonyms such as "n-sphere" and "multi-dimensional sphere" are particularly useful in these fields, where precise terminology is essential for communication and understanding.

Synonyms for Hypersphere:

  • Other relevant words:

What are the hypernyms for Hypersphere?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.
  • Other hypernyms:

    sphere, shapes, curved surface, four-dimensional object, geometrical object, three-dimensional object.

Famous quotes with Hypersphere

  • The space of our universe is the hypersurface of a vast expanding hypersphere.
    Rudy Rucker
  • From this new point of view, the universe I had inhabited became an object I could perceive in its entirety. It was a hypersphere embedded in a cloud of alternative states—the sum of all possible quantum trajectories from the big bang to the decay of matter. “Reality”—history as we had known or inferred it—was only the most likely of these possible trajectories. There were countless others, real in a different sense: a vast but finite set of paths not taken, a ghostly forest of quantum alternatives, the shores of an unknown sea.
    Robert Charles Wilson

Related words: hypersphere surface, hyperspherical surface, hyperboloid, spherical surface, hyperbolic surface

Related questions:

  • What is a hypersphere?
  • What is a hyperspherical surface?
  • What is a hyperboloid?
  • What is a spherical surface?
  • What is a hyperbolic surface?
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