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1. Frölicher–Nijenhuis Bracket on Manifolds with Special Holonomy

2. Distinguishing -Manifolds

3. Distinguished -Structures on Solvmanifolds

4. Laplacian Flow for Closed Structures

5. Complex and Calibrated Geometry

6. Gravitational Instantons and Degenerations of Ricci-flat Metrics on the K3 Surface

7. Flows of Co-closed -Structures

8. Current Progress on -Instantons over Twisted Connected Sums

9. On G-Structures, Special Metrics and Related Flows

10. Deformations of Calibrated Submanifolds with Boundary

11. -Manifolds: Results and Open Problems

12. Calibrated Submanifolds in Geometry

13. Constructions of Compact -Holonomy Manifolds

14. Geometric Flows of Structures

15. Introduction to Geometry

16. Calibrated Submanifolds

17. Turning a Differential Delay Equation into a High-Dimensional Map

18. The Method of Steps

19. Approximate 'Liouville-Like' Equation and Invariant Densities for Delay Differential Equations

20. The Hopf Functional Approach

21. Dynamics in Ensembles of Differential Delay Equations

22. Introduction and Motivation

23. Density Evolution in Systems with Finite-Dimensional Dynamics

24. The Problem

25. Summary and Conclusions

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