exponential generating function

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exponential generating function

noun exponential generating functions

  1. A formal power series with one indeterminate, whose coefficients are fractions with factorial denominators (of index corresponding to the power of the indeterminate) and numerators which represent a sequence of numbers that is to be studied. Exponential generating functions are generally more convenient than ordinary generating functions for combinatorial enumeration problems that involve labelled objects.

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"exponential generating function." Wiktionary, via Micwyn, micwyn.com/word/exponential%20generating%20function. Accessed 6 Nov. 2026.

APA

exponential generating function. (n.d.). In Wiktionary, via Micwyn. Retrieved November 6, 2026, from https://micwyn.com/word/exponential%20generating%20function

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"exponential generating function." Wiktionary, via Micwyn. Accessed November 6, 2026. https://micwyn.com/word/exponential%20generating%20function.

BibTeX
@misc{exponential_generating_function_2026,
  title = {exponential generating function},
  howpublished = {Wiktionary, via Micwyn},
  year = {2026},
  url = {https://micwyn.com/word/exponential%20generating%20function},
  urldate = {2026-11-06}
}