Hajime Ishihara - The Constructive Hahn Banach Theorem, Revisited

Hajime Ishihara - The Constructive Hahn Banach Theorem, Revisited

Hausdorff Center for Mathematics via YouTube Direct link

Intro

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1 of 24

Intro

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Hajime Ishihara - The Constructive Hahn Banach Theorem, Revisited

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  1. 1 Intro
  2. 2 The Hahn-Banach theorem
  3. 3 Examples
  4. 4 Bounded linear mappings
  5. 5 Normable linear mappings
  6. 6 Located sets
  7. 7 Normable linear functionals
  8. 8 Classical continuous extension theorem
  9. 9 The constructive separation theorem
  10. 10 The corollary
  11. 11 The constructive continuous extension theorem
  12. 12 Gâteaux differentiable norm
  13. 13 A constructive corollary
  14. 14 A constructive continuous extension theorem
  15. 15 A constructive separation theorem
  16. 16 Convex and sublinear functions
  17. 17 Subderivative
  18. 18 Gâteaux derivative
  19. 19 Subdifferentiablity and separation theorem
  20. 20 Classical dominated extension theorem
  21. 21 Subdifferentiablity and dominated extension theorem
  22. 22 Gâteaux differentiability of convex functions
  23. 23 Corollaries
  24. 24 References

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