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7. Mining Criminal Databases to Finding Investigation Clues—By Example of Stolen Automobiles Database

14. Function Spaces on Sets

15. Function Spaces on Quasi-metric Spaces

16. Atoms and Pointwise Multipliers

17. Fractal Analysis: Measures, Characteristics, Operators

18. Weighted Function Spaces

19. Wavelets

20. Spaces on Lipschitz Domains, Wavelets and Sampling Numbers

21. Anisotropic Function Spaces

22. Classical level set method

23. How to Measure Smoothness

24. Set-theoretic approach

25. Comparison principle

26. Viscosity solutions

27. Surface evolution equations

28. Introduction

29. Semi-linear Equations; the Q-method

30. The Q-operator

31. Truncations

32. The fractal Dirichlet problem

33. Isotropic fractal drums

34. Isotropic fractals and related function spaces

35. Spectral theory for the fractal Laplacian

36. The super-critical case

37. Spectral theory on manifolds

38. Complements

39. Hardy inequalities

40. The sub-critical case

41. The critical case

42. Introduction: Outline of methods and results

43. Classical inequalities

44. Envelopes

46. Taylor expansions of distributions

47. Spaces on manifolds

48. Spaces on domains: decompositions

49. Spaces on domains: localization and Hardy inequalities

50. An application: the Fubini property

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