Singularity

sing-gyuh-LAR-uh-tee /ˌsɪŋɡjʊˈlærəti/
nounC2GRE
formalscientific

A point in space-time at which the laws of physics, as we know them, break down, such as the center of a black hole or the initial state of the universe in the Big Bang theory.

In mathematics, a singularity is a point where a function or equation becomes undefined or infinite. In physics, it represents a region where density and spacetime curvature become infinite, posing a challenge to current theories.

The story behind the word. The word 'singularity' comes from the Latin singularis, meaning 'single, alone, unique.' In a general sense, it refers to something unique or exceptional. In physics, particularly in the context of general relativity, it describes a point where a physical quantity, like density or spacetime curvature, becomes infinite, making it a truly unique and challenging point for our understanding of the universe.

Word family

  • singular (adjective): Unique; remarkable; referring to a single instance.

Collocations

  • gravitational singularity
  • naked singularity
  • cosmic singularity
  • spacetime singularity

Example sentences

  • "At the heart of every black hole lies a singularity, a point of infinite density where the known laws of physics cease to apply." Discussing the center of a black hole.
  • "The Big Bang theory posits that the universe originated from an initial cosmic singularity." Referring to the Big Bang.

Memory hook

Think 'SINGLE' point where everything breaks down. It's a unique, singular point. Unique Point

When not to use

Do not use 'singularity' to mean simply 'unique' or 'unusual'. It has a very specific technical meaning in physics and mathematics. Avoid using it casually.

Fun facts

  • The concept of a singularity is a prediction of Einstein's theory of general relativity, but it also highlights where the theory might break down and need to be unified with quantum mechanics.
  • There's a hypothetical concept of a 'naked singularity' – one not hidden behind an event horizon – but their existence is highly debated.
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