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51. Trajectory Controllability of Fractional Integro‐Differential Systems in Hilbert Spaces.

52. CONTROLLABILITY OF LINEAR IMPULSIVE MATRIX LYAPUNOV DIFFERENTIAL SYSTEMS WITH DELAYS IN THE CONTROL FUNCTION.

53. CONTROLLABILITY OF FRACTIONAL DYNAMICAL SYSTEMS: A FUNCTIONAL ANALYTIC APPROACH.

54. Exact controllability of generalized Hammerstein type equation

55. Trajectory controllability of fractional dynamical systems

56. Controllability of Linear Time-invariant Dynamical Systems with Fuzzy Initial Condition.

59. Optimal Control of Discrete Volterra System - a Classical Approach.

62. CONTROLLABILITY OF SEMILINEAR MATRIX LYAPUNOV SYSTEMS.

63. CONTROLLABILITY OF URYSOHN INTEGRAL INCLUSIONS OF VOLTERRA TYPE.

64. CONTROLLABILITY OF MATRIX SECOND ORDER SYSTEMS: A TRIGONOMETRIC MATRIX APPROACH.

65. EXACT CONTROLLABILITY OF GENERALIZED HAMMERSTEIN TYPE INTEGRAL EQUATION AND APPLICATIONS.

67. Minkowski’s Fundamental Theorem and Its Applications

68. Lattices

69. Inhomogeneous Problems

70. Coverings

71. Minima of Positive Definite Quadratic Forms

72. Successive Minima

73. Critical Determinant

74. Homogeneous Problems

75. Packings

76. Control Charts

77. Acceptance Sampling

78. Sampling Distributions

79. Response Surface Methodology

80. Multifactor Experimental Designs

81. Single-Factor Experimental Design

82. Estimation

83. Descriptive Statistics

84. Random Variables and Expectations

85. Multiple Random Variables and Joint Distributions

86. Analysis of Correlation and Regression

87. Testing of Hypothesis

88. Limiting Distributions

89. Introduction

90. Basic Concepts of Probability

91. Symmetry Analysis

92. Theory of Bifurcations

93. Continuous Dynamical Systems

94. Discrete Dynamical Systems

95. Hamiltonian Systems

96. Oscillations

97. Phase Plane Analysis

98. Linear Systems

99. Stability Theory

100. Conjugacy of Maps

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