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1. |
S.S. Dragomir
Bounds for the Difference Between Functions of Selfadjoint Operators in Hilbert
Spaces and Integral Means
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2. |
S.S. Dragomir
Error Estimates in Approximating Functions of Selfadjoint Operators in
Hilbert Spaces Via A Montgomery's Type Expansion
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3. |
Alawiah Ibrahim and S.S. Dragomir
Power Series Inequalities Via Buzano's Result and Applications
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4. |
A.G. Ghazanfari and S.S. Dragomir
Bessel and Gruss Type Inequalities in Inner Product Modules over Banach
*-Algebras
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5. |
S.S. Dragomir
Bounding the Cebysev Functional for Functions of Bounded Variation and
Applications
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6. |
J.M. Aldaz
A Measure-Theoretic Version of the Dragomir-Jensen Inequality
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7. |
M. Masjed-Jamei and S.S. Dragomir
A New Generalization of the Ostrowski Inequality and Applications
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8. |
S.S. Dragomir and M. Raïssouli
Hermite-Hadamard Inequality for Point-Wise Convex Maps, Applications to
Convex Operator Maps
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9. |
S.S. Dragomir
Vectorial Error Estimates in Approximating Functions of Selfadjoint
Operators in Hilbert Spaces by a Perturbed Taylor's Like Expansion
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10. |
S.S. Dragomir
Vector and Operator Trapezoidal Type Inequalities for Continuous Functions
of Selfadjoint Operators in Hilbert Spaces
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11. |
Alawiah Ibrahim and S.S. Dragomir
Power Series Inequalities Via a Refinement of Schwarz's Inequality
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12. |
Jian Liu
A New Proof of the Erdos-Mordell Inequality
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13. |
S.S. Dragomir
A Survey on Jessen's Type Inequalities for Positive Functionals
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14. |
S.S. Dragomir
Approximating the Riemann-Stieltjes Integral by a Trapezoidal Quadrature
Rule with Applications
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15. |
S.S. Dragomir
Norm and Numerical Radius Inequalities for Two Linear Operators in Hilbert
Spaces, a Survey of Recent Results
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16. |
S.S. Dragomir
Superadditivity and Subadditivity of Some Functinals with Applications to
Inequalities
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17. |
B.L.S. Prakasa Rao
Lambda-Renyi Relative Entropy Maximization
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18. |
S.S. Dragomir
Quadrature Rules for the Riemann-Stieltjes Integral and Applications
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19. |
S.S. Dragomir
The Quasilinearity of a Family of Functionals in Linear Spaces with
Applications to Inequalities
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20. |
J.O. Olaleru and A.A. Mogbademu
Modified Noor iterative Procedure for Uniformly Continuous Mappings in
Banach Spaces
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21. |
A.A. Mogbademu
A Three-Step Iterative Scheme for Generalized Φ-Hemicontractive Operators in
Banach Spaces
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22. |
M.E. Özdemir, M. Gurbuz and A.O. Akdemir
Inequalities for h-Convex Functions via Further Properties
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23. |
V. Adiyasuren and TS. Batbold
Extension of Inequality Similar to Hardy-Hilbert's Integral Inequality
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24. |
S.S. Dragomir
Quasilinearity of Some Functionals Associated with Monotonic Convex
Functions
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25. |
W.J. Liu and A. Tuna
Weighted Ostrowski, Trapezoid and Grüss Type Inequalities on Time Scales
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26. |
W.J. Liu, A. Tuna and Y. Jiang
New Weighted Ostrowski and Ostrowski-Grüss Type Inequalities on Time Scales
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27. |
W.J. Liu, A. Tuna and Y. Jiang
On Weighted Ostrowski Type, Trapezoid Type, Grüss Type and Ostrowski-Grüss
Like Inequalities on Time Scales
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28. |
A. Tuna, Y. Jiang and W.J. Liu
Weighted Ostrowski, Ostrowski-Grüss and Ostrowski-Čebyev Type Inequalities
on Time Scales
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29. |
M.E. Özdemir, M.A. Latif and A.O. Akdemir
On Some Hadamard-Type Inequalities for Product of Two h-Convex Functions On
the Co-ordinates
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30. |
M.E. Özdemir, M.A. Latif and A.O. Akdemir
On Some Hadamard-Type Inequalities for Product of Two s-Convex Functions On
The Co-ordinates
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31. |
M.E. Özdemir, H. Kavurmaci and M. Avci
Hermite-Hadamard Type Inequalities for (h-(α,m))-Convex Functions
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32. |
M.E. Özdemir, H. Kavurmaci and M. Avci
Some New Hermite-Hadamard Inequalities on s-Convex and s-Concave Functions
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33. |
S.S. Dragomir and E. Momoniat
A Three Point Quadrature Rule for Functions of Bounded Variation and
Applications
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34. |
M.E. Özdemir, A. Ekinci and A.O. Akdemir
Generalizations of Integral Inequalities for Functions Whose Second
Derivatives are Convex and m-Convex
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35. |
J. Liu
Some New Inequalities for an Interior Point of a Triangle
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36. |
H.-N. Shi, J. Zhang and C. Gu
New Proofs of Schur-Concavity for a Class of Symmetric Functions
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37. |
H.-N. Shi, J. Zhang and C. Gu
Remarks on: Inequalities: Theory of Majorization and its Application by A.
W. Marshall et. al
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38. |
L. Ciurdariu
Inequalities for Modules and Unitary Invariant Norms
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39. |
L. Ciurdariu
A Property of Operators with Orthogonal Ranges
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40. |
Q. Xu, B.-Y. Xi and X.-M. Zhang
One Strengthen Form of Copson's Inequality
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41. |
S.S. Dragomir and S. Abelman
Approximating the Riemann-Stieltjes Integral of n-Time Differentiable
Integrands and of Bounded Variation Integrators with Applications
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42. |
M. Raïssouli
Parameterized Logarithmic Mean
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43. |
M. Raïssouli
Stability of the Stolarsky Mean and its Approximation in Terms of the Power
Binomial Mean
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44. |
S. Gao
Inequalities for the Seifferts Means in Terms of the Identric Mean
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45. |
M.A. Latif and S.S. Dragomir
On some New Inequalities for Differentible Co-ordinated Convex Functions
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46. |
J. Liu
On the Inequality R_p<R of the Pedal Triangle
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47. |
S.S. Dragomir, N.M. Dragomir and D. Sherwell
Sharp Bounds for the Jensen Divergence with Applications
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48. |
A. Barani, A.G. Ghazanfari and S.S. Dragomir
Hermite-Hadamard Inequality Through Prequasiinvex Functions
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49. |
M.A. Latif, S. Hussain and S.S. Dragomir
New Ostrowski Type Inequalities for Co-ordinated Convex Functions
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50. |
M.W. Alomari
A Companion of Dragomir's Generalization of Ostrowski's Inequality and
Applications in Numerical Integration
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51. |
V. Mascioni
Inequalities for the Sum of Two Sines or Cosines
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52. |
V. Mascioni
A note on Stolarsky, Arithmetic and Logarithmic Means
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53. |
M.W. Alomari and S.S. Dragomir
Various Error Estimations for Several Newton-Cotes Quadrature Formulae in
Terms of at Most First Derivative and Applications in Numerical Integration
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54. |
M.A. Latif, S. Hussain and S.S. Dragomir
New Inequalities of Hermite-Hadamard-Type for Co-ordinated Quasi-Convex
Functions
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55. |
M.A. Latif, S. Hussain and S.S. Dragomir
On Some New Inequalities for Co-ordinated Quasi-Convex Functions
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56. |
M.A. Latif, S. Hussain and S.S. Dragomir
Refinements of Hadamard-Type Inequalities Co-ordinated Quasi-Convex
Functions
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57. |
M.W. Alomari
A Companion of Ostrowskis Inequality for Mappings whose First Derivatives
are Bounded and Applications in Numerical Integration
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58. |
M.W. Alomari
A Generalization of Companion Inequality of Ostrowskis Type for
Mappings whose First Derivatives are Bounded and Applications in Numerical
Integration
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59. |
M.W. Alomari
A Companion of Ostrowski's Inequality for the Riemann-Stieltjes Integral
∫ab f(t) du(t),
where f is r-H-Holder Type and u is of Bounded Variation
and Applications.
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60. |
A.G. Ghazanfari, S.S. Dragomir and B. Ghazanfari
Some Gruss Type Inequalities in
lp2(X)
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61. |
J. Rooin
On a Ky Fan Type Inequality due to H. Alzer
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62. |
M.W. Alomari, M.E. Özdemir and H. Kavurmaci
On Companion of Ostrowski Inequality for Mappings whose First Derivatives
Absolute Value are Convex with Applications
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63. |
M. Iqbal, M.I. Bhatti and S.S. Dragomir
Hadamard-Type Inequalities Through h-Convexity
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64. |
A. Barani, A.G. Ghazanfari and S.S. Dragomir
Hermite-Hadamard Inequality for Functions Whose Derivatives Absolute Values
are Preinvex
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65. |
M.W. Alomari
A Companion of Ostrowski's Inequality for the Riemann-Stieltjes Integral
∫ab f(t) du(t),
where f is of Bounded Variation and u is of r-H-Holder
Type
and Applications
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66. |
L. Ciurdariu
Integral Inequalities
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67. |
A.G. Ghazanfari, S.S. Dragomir, A. Barani and M. Shakoori
Hermite-Hadamard Type Inequality for Operator Convex and Operator Preinvex
Functions
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68. |
M. Raïssouli
Refinements for Mean-Inequalities Via the Stability Concept
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69. |
A. Barani, S. Barani and S.S. Dragomir
Refinements of Hermite-Hadamard Type Inequality for Functions Whose Second
Derivatives Absolute Values are Quasi Convex
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70. |
M.A. Latif, S. Hussain and S.S. Dragomir
On some New Fejer-Type Inequalities for Co-ordinated Convex Functions
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71. |
S.S. Dragomir
Reverses of the Jensen Inequality in Terms of the First Derivative and
Applications
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72. |
S.S. Dragomir
Some Reverses of the Jensen Inequality with Applications
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73. |
A. Barani, S. Barani and S.S. Dragomir
Hermite-Hadamard Inequalities for Functions Whose Second Derivatives
Absolute Values are P-Convex
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74. |
S.S. Dragomir
A Refinement and a Divided Difference Reverse of Jensen's Inequality with
Applications
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75. |
S.S. Dragomir
Quasilinearity of the Jensen Integral Inequality with Applications
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76. |
S.S. Dragomir
Some Jensen Type Inequalities for Square-Convex Functions of Selfadjoint
Operators in Hilbert Spaces
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77. |
J. Liu
On a Geometric Inequality of Oppenheim
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78. |
J. Liu
New Refinements of the Neuberg-Pedoe Inequality
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79. |
S.S. Dragomir and I. Fedotov
Approximating the Stieltjes Integral Via a Weighted Trapezoidal Rule with
Applications
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80. |
S.S. Dragomir and I. Gomm
Bounds for Two Mappings Associated to the Hermite-Hadamard Inequality
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81. |
L. Ciurdariu
Inequalities in Admissible Spaces
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82. |
S. Wasowicz and A. Witkowski
On Some Inequality of Hermite-Hadamard Type
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83. |
A.G. Ghazanfari, M. Shakoori, A. Barani and S.S. Dragomir
Hermite-Hadamard Type Inequality for Operator Preinvex
Functions
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84. |
S.S. Dragomir, M.S. Moslehian and Y.J. Cho
Some Reverses of a Cauchy-Schwarz Inequality for Complex Functions of
Selfadjoint Operators in Hilbert Spaces
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85. |
J. Liu
A New Sharpening of the Erdos-Mordell Inequality and Related Inequalities
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86. |
S.S. Dragomir and I. Gomm
Some New Bounds for Two Mappings Related to the Hermite-Hadamard Inequality
for Convex Functions
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87. |
M.W. Alomari
A Generalization of Weighted Companion of Ostrowski Integral Inequality for
Mappings of Bounded Variation
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88. |
Alawiah Ibrahim, Maslina Darus and S.S. Dragomir
Fekete-Szego Problem
for Concave Univalent Functions Defined by Salagean Operator
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89. |
Alawiah Ibrahim, Maslina Darus and S.S. Dragomir
Coefficient Bounds
for a Certain Subclass of Univalent Functions
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90. |
Alawiah Ibrahim, Maslina Darus and S.S. Dragomir
Generalizations of
Salagean Operator for a Certain Subclass of Univalent Functions
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91. |
Alawiah Ibrahim, S.S. Dragomir, P. Cerone and Maslina Darus
Inequalities for Power Series with Positive Coefficients
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92. |
M.W. Alomari and M.A. Latif
A Weighted Companion for the Ostrowski and
the Generalized Trapezoid Inequalities for Mappings of Bounded Variation
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93. |
M.A. Latif and S.S. Dragomir
New Ostrowski Type Inequalities for Co-ordinated
s-Convex Functions in the Second Sense
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94. |
Z. Latreuch and B. Belaidi
Like Chebyshev's Inequalities For Convex
Functions
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95. |
A. Barani, S. Barani and S.S. Dragomir
Simpson's Type Inequalities for Functions Whose Third Derivatives in the
Absolute Values are P-Convex
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96. |
M.W. Alomari
A Companion of Gruss Type Inequality for Riemann-Stieltjes Integral and
Applications
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97. |
M.W. Alomari
Some Gruss Type Inequalities for Riemann-Stieltjes Integral and Applications
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98. |
Z. Latreuch and B. Belaidi
New Inequalities For Convex Sequences
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99. |
M. Masjed-Jamei and S.S. Dragomir
An Analogue of the Ostrowski Inequality and Applications
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100. |
M. Masjed-Jamei and S.S. Dragomir
An Analogue of the Ostrowski-Grüss Inequality and Applications
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101. |
M.E. Ozdemir and C. Yildiz
The Hadamard's Inequality for Quasi-Convex Functions Via Fractional
Integrals
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102. |
M. Masjed-Jamei and S.S. Dragomir
Three Error Bounds for the Simpson Quadrature Rule
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103. |
M.A. Latif and S.S. Dragomir
New Inequalities of Hermite-Hadamard Type
for Functions Whose Derivatives in Absolute Value are Convex with Applications
to Special Means and to General Quadrature Formula
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