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invariant

[ US /ˌɪnˈvɛɹiənt/ ]
[ UK /ɪnvˈe‍əɹi‍ənt/ ]
ADJECTIVE
  1. unvarying in nature
    principles of unvarying validity
    maintained a constant temperature
  2. unaffected by a designated operation or transformation
NOUN
  1. a feature (quantity or property or function) that remains unchanged when a particular transformation is applied to it

How To Use invariant In A Sentence

  • Other: It's not nonperturbative quantization of diffeomorphism-invariant gauge theory. Slimbo-Poll: It's Not Rocket Science
  • So looking at whether something makes people happy is largely futile. In statisticians' terms, you are looking for variance in something that is invariant.
  • This always struck me as redundant, since if we assume the system obeys the equations of motion, the action must be invariant under ANY infinitesimal variation (since the EOM are found by assuming that the action is at an extremum). Special Post: Noether’s First Theorem – Emmy Noether for Ada Lovelace Day
  • By the generalized inverse matrix and the minimal norm solve of the consistent linear equation sets, a complete track controller of the linear time-invariant system is designed.
  • The line element, we know, is incredibly useful, as it provides us with an invariant quantity and also imparts information about causal structure. Bad Language: Metric vs Metric Tensor vs Matrix Form vs Line Element
  • Goldie showed that the number of summands in a maximal direct sum of uniform ideals contained in a right ideal I of R is an invariant of I.
  • The observable is conserved if and only if the equations of motion are invariant under the transformations generated by the corresponding [Hermitian] operator Special Post: Noether’s First Theorem – Emmy Noether for Ada Lovelace Day
  • Clearly, V is invariant under the indicated action of S n, so we obtain an injective group homomorphism [rho].
  • My only point was that, no matter what your version of quantum BRST, you are using homological techniques to isolate an invariant piece of some non-trivial representation, and understanding how this works out requires working with non-trivial representations. String Theory is Losing the Public Debate
  • A maximum value theorem and a minimal value theorem of a canonical correlation variable in the context of a unitarily invariant norm were derived.
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