Definition of reciprocant in English:

reciprocant

noun rɪˈsɪprək(ə)nt

Mathematics

An expression involving derivatives of a function y with respect to a variable x which has the same form (up to multiplication by a factor) when expressed with derivatives of x considered as a function of y. Now historical.

Origin

Mid 19th century (in an earlier sense). From classical Latin reciprocant-, reciprocāns, present participle of reciprocāre.

Definition of reciprocant in US English:

reciprocant

nounrɪˈsɪprək(ə)nt

Mathematics

An expression involving derivatives of a function y with respect to a variable x which has the same form (up to multiplication by a factor) when expressed with derivatives of x considered as a function of y. Now historical.

Origin

Mid 19th century (in an earlier sense). From classical Latin reciprocant-, reciprocāns, present participle of reciprocāre.

单词	reciprocant
释义	Definition of reciprocant in English: reciprocant noun rɪˈsɪprək(ə)nt Mathematics An expression involving derivatives of a function y with respect to a variable x which has the same form (up to multiplication by a factor) when expressed with derivatives of x considered as a function of y. Now historical. Origin Mid 19th century (in an earlier sense). From classical Latin reciprocant-, reciprocāns, present participle of reciprocāre. Definition of reciprocant in US English: reciprocant nounrɪˈsɪprək(ə)nt Mathematics An expression involving derivatives of a function y with respect to a variable x which has the same form (up to multiplication by a factor) when expressed with derivatives of x considered as a function of y. Now historical. Origin Mid 19th century (in an earlier sense). From classical Latin reciprocant-, reciprocāns, present participle of reciprocāre.
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