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1. Existence and uniqueness of mild solutions and evolution operators for a class of non-autonomous conformable fractional semi-linear systems and their exact null controllability

2. Solved Problems—Linear Transformations

3. Solved Problems—Vector Spaces

4. Applications

5. Solved Problems—Normed Spaces and Inner Product Spaces

6. Solved Problems—Eigenvalues and Eigenvectors

7. Bounded Linear Maps

8. Solved Problems—Preliminaries

9. Solved Problems—Bounded Linear Maps

10. Vector Spaces

11. Eigenvalues and Eigenvectors

12. Linear Transformations

13. Normed Spaces and Inner Product Spaces

14. Preliminaries

17. Minkowski’s Fundamental Theorem and Its Applications

18. Lattices

19. Inhomogeneous Problems

20. Coverings

21. Minima of Positive Definite Quadratic Forms

22. Successive Minima

23. Critical Determinant

24. Homogeneous Problems

25. Packings

26. Control Charts

27. Acceptance Sampling

28. Sampling Distributions

29. Response Surface Methodology

30. Multifactor Experimental Designs

31. Single-Factor Experimental Design

32. Estimation

33. Descriptive Statistics

34. Random Variables and Expectations

35. Multiple Random Variables and Joint Distributions

36. Analysis of Correlation and Regression

37. Testing of Hypothesis

38. Limiting Distributions

39. Introduction

40. Basic Concepts of Probability

41. Symmetry Analysis

42. Theory of Bifurcations

43. Continuous Dynamical Systems

44. Discrete Dynamical Systems

45. Hamiltonian Systems

46. Oscillations

47. Phase Plane Analysis

48. Linear Systems

49. Stability Theory

50. Conjugacy of Maps

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