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Variational approximations for categorical causal modeling with latent variables

Authors
  1. A.P. Dempster
  2. A.P. Dunmur
  3. A.Y. Ng
  4. B.M. Byrne
  5. C. Cannings
  6. C. Peterson
  7. C.M. Bishop
  8. D. Barber
  9. D. Barber
  10. D. M. Titterington
  11. D. Pfeffermann
  12. F. Jensen
  13. F. Pol van de
  14. G.F. Cooper
  15. H. Seung
  16. I. Ajzen
  17. I.L. MacDonald
  18. J. Pearl
  19. J. Pearl
  20. J. Pearl
  21. J. Reinecke
  22. J. Reinecke
  23. J. Tisak
  24. J. Whittaker
  25. J. Zhang
  26. J.A. Hagenaars
  27. J.A. Hagenaars
  28. J.J. McArdle
  29. K. Humphreys
  30. K. Humphreys
  31. K. Humphreys
  32. K. Lange
  33. K.A. Bollen
  34. K.G. Jöreskog
  35. K.G. Jöreskog
  36. L. Goodman
  37. L.E. Baum
  38. L.K. Saul
  39. L.K. Saul
  40. L.K. Saul
  41. L.M. Wiggins
  42. L.M. Wiggins
  43. L.R. Rabiner
  44. M.I. Jordan
  45. M.W. Browne
  46. N.A. Gershenfeld
  47. P. Dayan
  48. P. Hall
  49. P. Smyth
  50. P. Smyth
  51. P.F. Lazarsfeld
  52. P.M. Bentler
  53. R. Cowell
  54. R. Langeheine
  55. R.B. McHugh
  56. R.M. Neal
  57. R.R. Bahadur
  58. S. Amari
  59. S.G. West
  60. S.L. Lauritzen
  61. S.L. Lauritzen
  62. S.L. Lauritzen
  63. U. Olsson
  64. W. Wiegerinck
  65. Z. Ghahramani
  66. Z. Ghahramani
Publication date
Publisher
Doi

    Abstract

    EM algorithm, causal model, latent class, variational approximation,

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      Last time updated on 26/11/2020

      Research Papers in Economics

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      Last time updated on 06/07/2012

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