series vs convergence

convergence vs series

series and convergence both are nouns.

Word	Noun	Adjective	Verb	Adverb
series	Yes	No	No	No
convergence	Yes	No	No	No

As nouns, convergence is a hyponym of series; that is, convergence is a word with a more specific, narrower meaning than series:

series: (mathematics) the sum of a finite or infinite sequence of expressions
convergence: the approach of an infinite series to a finite limit

Other hyponyms of series include power series, convergency, divergence, divergency, geometric series, Fourier series, exponential series.

series (noun)	convergence (noun)
(mathematics) the sum of a finite or infinite sequence of expressions	the act of converging (coming closer)
a periodical that appears at scheduled times	the approach of an infinite series to a finite limit
a serialized set of programs	a representation of common ground between theories or phenomena
(sports) several contests played successively by the same teams	the occurrence of two or more things coming together
similar things placed in order or happening one after another
a group of postage stamps having a common theme or a group of coins or currency selected as a group for study or collection
(electronics) connection of components in such a manner that current flows first through one and then through the other

Difference between series and convergence

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