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At least a reference must be added to the Classical W-algebras section

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Currently this section consists of a single phrase, which is completely obscure. There is no way to tell from it what is a classical W-algebra since no W-algebras are mentioned in it. 109.172.129.12 (talk) 17:58, 25 January 2019 (UTC)[reply]__DTELLIPSISBUTTON__{"threadItem":{"timestamp":"2019-01-25T17:58:00.000Z","author":"109.172.129.12","type":"comment","level":1,"id":"c-109.172.129.12-2019-01-25T17:58:00.000Z-At_least_a_reference_must_be_added_to_the_Classical_W-algebras_section","replies":[]}}-->

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Clarification

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It is my understanding that W-algebras are associative algebras, but I am an outsider who is not aware of the theory so I am not sure. If this is the case then "a W-algebra is an algebra that..." in the first sentence of the article should be clarified to "a W-algebra is an associative algebra that...". Joel Brennan (talk) 23:10, 28 November 2020 (UTC)[reply]__DTELLIPSISBUTTON__{"threadItem":{"timestamp":"2020-11-28T23:10:00.000Z","author":"Joel Brennan","type":"comment","level":1,"id":"c-Joel_Brennan-2020-11-28T23:10:00.000Z-Clarification","replies":["c-Sylvain_Ribault-2020-11-29T19:48:00.000Z-Joel_Brennan-2020-11-28T23:10:00.000Z"]}}-->

Done. Thank you for the suggestion. Sylvain Ribault (talk) 19:48, 29 November 2020 (UTC)[reply]__DTELLIPSISBUTTON__{"threadItem":{"timestamp":"2020-11-29T19:48:00.000Z","author":"Sylvain Ribault","type":"comment","level":2,"id":"c-Sylvain_Ribault-2020-11-29T19:48:00.000Z-Joel_Brennan-2020-11-28T23:10:00.000Z","replies":[]}}-->