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Convergence conditions of controllable stories of Calamata summable series

Alexander nikolic,

An engineer is from Novi Sad University, 2 1000 Novi Sad, Serbian Institute.

It can be queried online on +65438 on 28/00/00/2009.

abstract

Jovan Calamata (1902 to 1967), the biggest mathematician in Serbia, got the solution of Taubolian's property theorem related to world popularization. He proved the Hardy-Littlewood theorem concisely and elegantly in 1930, and it was Tishmah Knoop who discovered this theorem. Few people know that this method is used in this proof, but in a natural Serbian Royal Academy of Sciences 1929, the China Academy of Sciences put forward a new condition in Karamata for the first time, and the concept of controllability converges to Abel summable series. The attitude towards this fact is the key to the historical viewpoint of Hardy-Littlewood Theorem, which Calamata famously proved.