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1. Severi, Zappa, and the Characteristic System

2. Classical Field Theory

4. Geometry of Gauge Fields

5. Topology of Bands in Solids: From Insulators to Dirac Matter

6. Chapter 4 Fibre Bundles

11. Clifford and Dirac-Hestenes Spinor Fields

12. On the Many Faces of Einstein Equations

13. Substructuring Methods in Nonlinear Function Spaces

14. Higgs Bundles and Characteristic Classes

15. Five Lectures on Topological Field Theory

16. Higgs Bundles and Local Systems on Riemann Surfaces

21. Soft Sheaves

22. Bundles

24. Jets spaces

26. Four Case Studies

32. F-method for Matrix-Valued Differential Operators

33. The Riemann-Hilbert problem

39. Local BRST Cohomology for AKSZ Field Theories: A Global Approach

40. Examples

48. On Highly Regular Embeddings

49. Infinitesimal Mixed Twistor Modules

50. Covariant Bimodules

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