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Extending and Refining Some Inequalities for the Beta Func tion in n Variables

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The fundamental goal of this paper is to investigate some inequalities in volving the special beta function in n variables. Our theoretical results obtained here are extensions and refinements for some inequalities already discussed in the literature.

Abstract

The fundamental goal of this paper is to investigate some inequalities in volving the special beta function in n variables. Our theoretical results obtained here are extensions and refinements for some inequalities already discussed in the literature.

참고문헌 (12)

  1. H. Alzer, "Inequalities for the beta function in n variables", Anziam J, 44, pp.609~923 (2003)
  2. G. D. Anderson, "Conformal invariants, inequalities, and quasiconformal maps" (1997), Wiley
  3. L. C. Andrews, "Special functions for engineers and applied mathematicians" (1985), MacMillan Publishing Company
  4. G. E. Andrews, "Special functions" (1999), Cambridge Univ. Press
  5. W. W. Bell, "Special functions for scientist and engineers" (1968), Oxford Univ. Press
  6. B. C. Carlson, "Special functions of applied mathematics" (1977), Academic Press Inc
  7. S. S. Dragomir, "Inequalities for beta and gamma functions via some classical and new integral inequalities", J. Inequal. Appl, 5, pp.103~165 (2000)
  8. L. Greni´e, "Inequalities for the beta function", Math. Inequal. Appl, 18(4), pp.1427~1442 (2015)
  9. P. Iv´ady, "On a beta function inequality", J. Math. Inequal, 6(3), pp.333~341 (2012)
  10. N. N. Lebedev, "Special functions and their applications" (1965), Prentice-Hall, Inc
  11. Y. L. Luke, "The special functions and their approximations" (1969), Academic Press Inc
  12. E. T. Whittaker, "A course of modern analysis" (1962), Cambridge Univ. Press

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