An alternating proof of sharp inequalities related with Burnside's formula
Necdet Batir
TL;DR
This paper presents an alternating proof technique for establishing sharp inequalities associated with Burnside's formula for factorials, offering a new perspective on classical combinatorial bounds.
Contribution
It introduces an alternating proof method for inequalities related to Burnside's formula, enhancing understanding of factorial bounds.
Findings
Established sharp inequalities for factorials using an alternating proof approach
Provided a new proof technique for classical combinatorial inequalities
Enhanced theoretical understanding of Burnside's formula related bounds
Abstract
We provide an alternating proof of sharp inequalities related with Burnside's formula for
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Taxonomy
TopicsMathematical Inequalities and Applications · Functional Equations Stability Results · Analytic Number Theory Research