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{{for|Hua's identity in [[Jordan algebra]]s|Hua's identity (Jordan algebra)}} ...]]'s identity'''<ref>{{harvnb|Cohn|2003|loc=§9.1}}</ref> named after [[Hua Luogeng]], states that for any elements ''a'', ''b'' in a [[division ring]], ...

=== The Hua Luogeng problem on the convergency exponent of the singular integral in the Terry p ...ad. Nauk SSSR, Ser. Mat.| issue=5| year=1979|volume= 43}}</ref> of the Hua Luogeng problem of finding the exponent of convergency of the integral: ...

==Hua's identity<!--'Hua's identity (Jordan algebra)' redirects here-->== ...a. If ''a'', ''b'' and ''a'' – ''b'' are invertible, then '''[[Hua Luogeng|Hua]]'s identity'''<!--boldface per WP:R#PLA--> holds:<ref>{{harvnb|McCrimmon|1 ...

...author related back to the [[spontaneous combustion]] described by [[Zhang Hua]] (232–300) around 290 AD]] * '''[[Hua's identity]]''': In algebra, '''Hua's identity'''<ref>{{harvnb|Cohn|2003|loc=§9.1}}</ref> <!-- named after --> ...