ERDŐS PROPERTIES OF SUBSETS OF THE MAHLER SET S

Erdős proved that every real number is the sum of two Liouville numbers. A set W of complex numbers is said to have the Erdős property if every real number is the sum of two members of W. Mahler divided the set of all transcendental numbers into three disjoint classes S, T and U such that, in partic...

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Veröffentlicht in:	Bulletin of the Australian Mathematical Society 2023-12, Vol.108 (3), p.504-510
Hauptverfasser:	CHALEBGWA, TABOKA PRINCE, MORRIS, SIDNEY A.
Format:	Artikel
Sprache:	eng
Schlagworte:	Algebra Complex numbers Numbers Real numbers Sums
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