期刊文献+

双曲正弦和双曲余弦函数的幂级数余项的不等式

Inequalities for Residuals of Power Series for Hyperbolic Sine and Hyperbolic Cosine Functions
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摘要 该文建立了双曲正弦和双曲余弦函数的幂级数余项的若干不等式. In this paper,the authors obtain some inequalities for residuals of power series for the hyperbolic sine and hyperbolic consine functions.
出处 《数学物理学报(A辑)》 CSCD 北大核心 2010年第3期800-807,共8页 Acta Mathematica Scientia
基金 国家自然科学基金(60850005) 浙江省自然科学基金(D7080080 Y7080185 Y607128)资助
关键词 余项 幂级数 双曲正弦函数 双曲余弦函数 乘法凸函数 不等式 Residual Power series Hyperbolic sine function Hyperbolic cosine function Multiplicative convex function Inequality
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参考文献33

  • 1Baricz A,Neuman E.Inequalities involving modified Bessel functions of the first kind Ⅱ.J Math Anal Appl,2007,332(1):265-271.
  • 2Baricz(A).Functional inequalities involving special functions Ⅱ.J Math Anal Appl,2007,327(2):1202-1213.
  • 3Baricz(A).Functional inequalities involving special functions.J Math Anal Appl,2006,319(2):450-459.
  • 4Alzer H.Inequalities for the tail of the exponential series.Z Anal Anwendungen,2002,21(2):521-528.
  • 5Merkle M.Inequalities for residuals of power expansions for the exponential function and completely monotone functions.J Math Anal Appl,1997,212(1):126-134.
  • 6Merkie M J,Vasi(c)P M.An inequality for residual of Maclaurin expansion.Arch Math,1996,66(3):194-196.
  • 7Merkle M.Some inequalities for the chi-square distribution function and exponential function.Arch Math,1993,60(5):451-458.
  • 8Dilcher K.An inequality for section of certain power series.Arch Math,1993,60(4):339-344.
  • 9Chen W.Notes on an inequality for sections of certain power series.Arch Math,1994,62(6):528-530.
  • 10Alzer H,Brenner J,Ruehr O.Inequalities for the tails of some elementary series.J Math Anal Appl,1993,179(2):500-506.

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