ergodic

Hello, you have come here looking for the meaning of the word ergodic. In DICTIOUS you will not only get to know all the dictionary meanings for the word ergodic, but we will also tell you about its etymology, its characteristics and you will know how to say ergodic in singular and plural. Everything you need to know about the word ergodic you have here. The definition of the word ergodic will help you to be more precise and correct when speaking or writing your texts. Knowing the definition ofergodic, as well as those of other words, enriches your vocabulary and provides you with more and better linguistic resources.

English

English Wikipedia has an article on:
Wikipedia

Etymology

International Scientific Vocabulary ergo- +‎ -ode (+ -ic). The etymological origin is disputed: ἔργον (érgon) +‎ ὁδός (hodós, way) versus ἔργον (érgon) +‎ εἶδος (eîdos, image).[1][2]

Pronunciation

  • IPA(key): /ɜɹˈɡɑdɪk/, /ɜɹˈɡoʊdɪk/
  • Audio (US):(file)

Adjective

ergodic (comparative more ergodic, superlative most ergodic)

  1. (mathematics, physics) Of or relating to certain systems that, given enough time, will eventually return to a previously experienced state.
    • 2020, Brian Christian, quoting Jan Leike, “Conclusion”, in The Alignment Problem, New York: W.W. Norton & Company, →ISBN:
      “The real world is not ergodic,” he says. “If I jump out of the window, that's it–it's not, like, a mistake I will learn from.”
  2. (statistics, engineering) Of or relating to a process in which every sequence or sample of sufficient size is equally representative of the whole.
  3. (literature, information science) Of or relating to a literary work that requires nontrivial effort on the reader's part to traverse.
    • 2012, Markku Eskelinen, Cybertext Poetics:
      Therefore this chapter moves into two directions, cybertextually expanding (and reorganizing) the field of architextuality, and specifying the ergodic variety within it.

Derived terms

Translations

References

  1. ^ Uffink, Jos (2017) “Boltzmann's Work in Statistical Physics”, in Stanford Encyclopedia of Philosophy
  2. ^ Gallavotti, Giovanni (1995) “Ergodicity, ensembles, irreversibility in Boltzmann and beyond.”, in Journal of Statistical Physics, volume 78, pages 1571--1589

Anagrams