## Résumé

My primary

My current research is devoted to generalization of

Visit our @ResearchGate project related to this problem for most recent updates and progress.

UPDATE (1): Generalization of A287326 is found for each odd power \(2m+1, \ m=0,1,2...\) and shown in arXiv:1603.02468, particularly, our solution is closely related to

**research**interests are lay in areas of**Number Theory**and**Mathematical Analysis**, particularly, in**Binomial Theorem**,**Finite differences**and**derivatives**,**Pascal's Triangle**and**Binomial Coefficients**. Although, my main education belongs to Marine Engineering, I try my best to write**mathematical preprints**, you could familiarize with in the next section.My current research is devoted to generalization of

**OEIS sequence**A287326, that is binomoial distributed triangle that shows perfect cube \(n\), as sum of terms of corresponding row. For now, two analogs for power \(m=5\) and \(m=7\) are known.Visit our @ResearchGate project related to this problem for most recent updates and progress.

UPDATE (1): Generalization of A287326 is found for each odd power \(2m+1, \ m=0,1,2...\) and shown in arXiv:1603.02468, particularly, our solution is closely related to

**Faulhaber's formula**. OEIS sequences related to arXiv:1603.02468 are A287326, A300656, A300785, A302971, A304042.