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1. The Enduring Legacy of Grothendieck’s Duality Theorem

2. On the Grothendieck duality for the space of holomorphic Sobolev functions

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3. Lower semicontinuity of monotone functionals in the mixed topology on Cb.

4. Strong Duality and Solution Existence Under Minimal Assumptions in Conic Linear Programming.

5. The Orlicz–Pettis theorem for locally convex cones.

6. On linearisation and existence of preduals.

8. On the Predual of a Morrey–Lorentz Space and Its Applications to the Linear Calderón–Zygmund Operators.

9. Generating functions in Riesz spaces.

10. A Hahn-Jordan decomposition and Riesz-Frechet representation theorem in Riesz spaces.

11. Concepts of almost periodicity and ergodic theorems in locally convex spaces.

12. Further inequalities involving the weighted geometric operator mean and the Heinz operator mean.

13. Bu’s theorem in the positive situation

14. A duality result in locally convex cones.

15. Set-valued dynamic risk measures for processes and for vectors.

16. Domination and Kwapień’s factorization theorems for positive Cohen p–nuclear m–linear operators

17. The logarithmic mean of two convex functionals

19. Topological duals of locally convex function spaces.

20. No-arbitrage concepts in topological vector lattices.

21. On a 'philosophical' question about Banach envelopes.

22. Hedging of claims with physical delivery under convex transaction costs

23. Superhedging in illiquid markets

24. Recent Progress in Special Colombeau Algebras: Geometry, Topology, and Algebra

25. On weakly extremal structures in Banach spaces

26. Time Consistent Dynamic Risk Processes, Cadlag Modification

27. Time consistency for scalar multivariate risk measures.

28. On Stability and Weak-Star Stability of ε-Isometries.

29. A duality proof of Tchakaloff's theorem

30. The strong Fatou property of risk measures

31. On linear continuous operators between distinguished spaces Cp(X)

32. Set-valued risk measures as backward stochastic difference inclusions and equations.

33. Functional Covering Numbers.

34. Infinite-dimensional vector optimization and a separation theorem.

35. On closedness of convex sets in Banach lattices.

36. On the matrix Monge–Kantorovich problem.

37. On closedness of law-invariant convex sets in rearrangement invariant spaces.

38. On the quasi-sure superhedging duality with frictions.

39. Dual representations for systemic risk measures.

40. Topological rigidity as a monoidal equivalence.

41. Time-consistency of risk measures: how strong is such a property?

42. A local Hahn–Banach theorem and its applications.

43. Cohen positive strongly p-summing and p-convex multilinear operators.

44. Weak compactness in locally convex cones.

46. Stability Characterizations of ∈-isometries on Certain Banach Spaces.

47. The Geometry of m-Hyperconvex Domains.

48. Fatou closedness under model uncertainty.

49. Duality for unbounded order convergence and applications.

50. Isometric representations of weighted spaces of little Lipschitz functions.