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1. Conforming Finite Element Function Spaces in Four Dimensions, Part II: The Pentatope and Tetrahedral Prism

2. Conforming Finite Element Function Spaces in Four Dimensions, Part 1: Foundational Principles and the Tesseract

3. Characterization of singular flows of zeroth-order pseudo-differential operators via elliptic eigenfunctions: a numerical study

4. A Steklov-spectral approach for solutions of Dirichlet and Robin boundary value problems

5. A three-dimensional model of skeletal muscle tissues

14. Reader Corner.

15. Shallow Water Models and Their Analytical Properties

16. Integrability and Other Analytical Properties of Nonlinear PDE Systems

17. Equations of Fluid Dynamics and the Shallow Water Approximation

18. Arens regularity

19. Banach algebras

20. Banach algebras on locally compact groups

21. BSE norms and BSE algebras

22. Banach function algebras

23. Banach spaces and operators

24. Annex

25. Second-order parabolic and hyperbolic PDEs

26. Second-order linear elliptic PDEs: maximum principle and classical solutions

27. Distributions

28. Second-order linear elliptic PDEs: weak solutions

29. Sobolev spaces

30. Notations and review

31. First-order PDEs: classical and weak solutions

32. Partial differential equations

33. Scalar Optimization under Uncertainty

34. Generalized Differentiation and Optimality Conditions

35. Applications

36. Functional Analysis over Cones

37. Optimization in Partially Ordered Spaces

38. Examples

39. Prime Density of Companion Lucas Sequences

40. Divisibility Sequences and Further Generalizations

41. Cubic Extensions of the Lucas Sequences

42. Some Properties of Lucasnomials

43. Linear Recurrence Sequences and Further Generalizations

44. Introduction

45. Some Further Properties of the Lucas Sequences

46. Applications

47. Epilogue and Open Problems

48. Basic Theory of the Lucas Sequences

49. Application Examples

50. Introduction

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