Inequalities for the Volume of the Unit
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Horst Alzer
📂
Article
📅
2000
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Elsevier Science
🌐
English
⚖ 81 KB
Let ⍀ s r⌫ 1 q nr2 be the volume of the unit ball in R . We determine n the best possible constants a, b, A, B, ␣, and  such that the inequalities . n n y1 nq1 are valid for all integers n G 1. Our results refine and complement inequalities proved by G. D. Anderson et al., K. H. Borgwardt, and D.