Classification of some papers published by Dr. Prof. Feng Qi

Classification of some papers



  1. Generalized hypergeometric functions
  2. Normalized remainders of power series expansions
  3. Series expansions of real powers of functions and applications
  4. Completely monotonic degrees
  5. Fibonacci numbers and polynomials
  6. A general derivative formula for the ratio of two differentiable functions
  7. Fractional integrals and equations
  8. Schröder numbers
  9. Matrices and determinants
  10. $q$-analogues of the gamma and polygamma functions
  11. The function $e^{1/x}$ and the Lah numbers
  12. Star-shaped and additive functions
  13. Explicit formulas of special values for the Bell polynomials of the second kind
  14. Integral representations of functions and sequences-函数和序列的积分表示
  15. Combinatorics and Number Theory-组合论和数论
  16. Complete Monotonicity完全单调性
  17. Generating Functions and Differential Equations生成函数和微分方程
  18. Gamma Functions and Inequalities伽玛函数及其不等式
  19. Means and Inequalities平均值及其不等式
  20. Convex Functions and Inequalities凸函数及其不等式
  21. Integral Inequalities积分不等式
  22. Pólya-Iyengar-Mahajani Type InequalitiesPólya-Iyengar-Mahajani型积分不等式
  23. Bell Numbers and PolynomialsBell数和Bell多项式
  24. Bernoulli Numbers and PolynomialsBernoulli数与Bernoulli多项式
  25. Catalan NumbersCatalan数
  26. Euler Numbers and PolynomialsEuler数与Euler多项式
  27. Stirling Numbers and PolynomialsStirling数和多项式
  28. The Function $(b^x-a^x)/x$函数$(b^x-a^x)/x$
  29. Functional Equations and Computation for Integrals泛函方程与积分计算
  30. Differential Geometry微分几何
  31. Alzer’s InequalityAlzer不等式
  32. Mathieu’s InequalityMathieu不等式
  33. Carleman’s and van der Corput’s InequalitiesCarleman和van der Corput不等式
  34. Trigonometric Functions三角函数
  35. Some papers on tangent function and tangent numbers
  36. Exponential and Power Functions幂函数和指数函数
  37. Elliptic Integral Inequalities椭圆积分不等式
  38. Inequalities on Inverse Trigonometric Functions反三角函数不等式
  39. Inequalities of Harmonic Numbers调和数不等式
  40. Wallis Type InequalitiesWallis型不等式

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3 Comments

  1. Mathematics这个杂志是不是速度很快?

    很快!但是很乱!科学价值大打折扣!似乎一帮Chinese在胡搞!

    MDPI的审稿周期是按照“周”来计算的:要求审稿人在一周内给出审稿意见。它的一个编辑告诉我说:快是MDPI的灵魂!对于科学(包括数学)来讲,快就是胡作非为啊!因此,它的审稿人胡说八道!胡说八道!胡说八道!所以,我和它断交了。

    若论文被录用,我不在乎审稿人的胡说八道;但是当论文被退稿不录用的时候,审稿人的胡说八道让我很愤怒、很愤怒、很愤怒!经过几次跟MDPI的Mathematics、Symmetry、Mathematical and Computational Applications打交道之后,经过几次愤怒之后,我决定与整个MDPI的杂志绝交。

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