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Dieudonne

by Luc

This podcast is mainly created for personal use.

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Episodes

  1. CRT and disjoint union

    N

  2. zariski coarse

    N

  3. J in O(X) V(J) induced topology is the sari ski on X

    N

  4. Left exact right derived coho-delta

    N

  5. G-mod ab enough inj and surj

    N

  6. a question on proj obj of an ab cat

    N

  7. Homotopy equi give same cohomology go

    g f and f g homotopy id tells H^n(f) H^n(g) = I’d

  8. homotopic give same cohomology

    N

  9. phi(mu)/mu congru p mod mu

    Weight of N;

  10. G trivial and G infinite cyclic

    N

  11. from Z[G]-modules to cochain complex

    Not yet any continues conditions

  12. free Z[G]-module P_* give proj résolution

    N

  13. pf gp cohomology of A*

    N

  14. Subgp of free is free

    N

  15. A* coinduced module

    N

  16. H1(G,M) explains Z failing to be projective Z[G]-module?

    N

  17. Modules exact sequence to complex exact sequence to long exact sequences

    N

  18. H^0(G,M) by definition M^G

    N

  19. Gp coho Hi(G,M) using proj resolution of Z, then Hom_Z[G](-,M) does not depend on projects résolu

    N

  20. Proj résolu Pi to X to 0, then apply left exact F(-) to [Pi to 0] not exact

    Not exact hence compute its cohomology R^*F

  21. Z[G] comm off G abelian

    N

  22. O(X) K[Ti]/I(X)

    N

  23. K-Alg k-blinear binary map

    N

  24. pf weak implies strong nustellensatz

    N

  25. cor of Strong nustellensatz; two polys same on X if they are equal modulo I(X)

    N

  26. Path algebra

    N

  27. quiver

    n

  28. Monoid to k-Alf

    K-vector space and a binary with 1

  29. Finite fi with no common zero generate whole ring

    Cor exists gi such that figi=1

  30. Another pf of weak nustellensatz

    Pi is the evaluation map at a with kernel I(a)

  31. Strong and weak nustellensatz

    N

  32. I(X) is radical any subset X in affine space

    N

  33. Any Alf set X in A^n is the zero loci of finite poly

    Talk idéal instead of poly

  34. noetherian ring Gilbert basis

    N

  35. Q10 finite height con for exten of wach

    Ab

  36. chi(g) in 1+ pZp

    N

  37. Q10 g(mu)?

    N

  38. Q9 Fil^0N

    H*0

  39. （g-1）Fil^kN in my Fil^k-1

    N

  40. N/muN and Dcri

    N

  41. Nygar fil; decreasing; eff off Fil0=N

    N

  42. Cat equi wach and crystalline Zp and Qp

    N

  43. Def of Wach A_F^+; B_F^+

    Weights [a,b]

  44. Cor 5.26 ire alg var Dim V(f) d’IMAX-1

    N

  45. Prop5.23 f g integral over k dim good

    N

  46. Prop 5.19 integral alg var dim X = dim U

    N

  47. Thm5.15 dimA/f

    N

  48. Cor 5.14 dim m / m2

    N

  49. Thm5.12 Krull principal ideal thm

    N

  50. Lemma5.11 dimA=0 and artinian

    N

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ABOUT THIS SHOW

This podcast is mainly created for personal use.

HOSTED BY

Luc

CATEGORIES

business non-profit

Frequently Asked Questions

How many episodes does Dieudonne have?

Dieudonne currently has 176 episodes available on PodParley. New episodes are automatically indexed when they're published to the podcast feed.

What is Dieudonne about?

This podcast is mainly created for personal use.

How often does Dieudonne release new episodes?

Dieudonne publishes regularly with 176 episodes available. Check the episode list for the typical release schedule.

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Who hosts Dieudonne?

Dieudonne is created and hosted by Luc.
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