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Le Rézo de JeuxDeMots
• Types de relations
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'en:prism'
(id=14956643 ; fe=en:prism ; type=1 ; niveau=200 ; luminosité=25 ; somme entrante=1267 creation date=2020-09-26 touchdate=2026-04-24 21:10:43.000)
≈ 10 relations sortantes

  1. en:prism -- r_associated #0: 35 / 1 -> figuré
    n1=en:prism | n2=figuré | rel=r_associated | relid=0 | w=35
  2. en:prism -- r_associated #0: 35 / 1 -> prisme
    n1=en:prism | n2=prisme | rel=r_associated | relid=0 | w=35
  3. en:prism -- r_associated #0: 32 / 0.914 -> polyèdre
    n1=en:prism | n2=polyèdre | rel=r_associated | relid=0 | w=32
  4. en:prism -- r_associated #0: 31 / 0.886 -> filtre
    n1=en:prism | n2=filtre | rel=r_associated | relid=0 | w=31
  5. en:prism -- r_associated #0: 30 / 0.857 -> prism
    n1=en:prism | n2=prism | rel=r_associated | relid=0 | w=30
  6. en:prism -- r_associated #0: 28 / 0.8 -> Géométrie
    n1=en:prism | n2=Géométrie | rel=r_associated | relid=0 | w=28
  7. en:prism -- r_associated #0: 27 / 0.771 -> instrument d'optique
    n1=en:prism | n2=instrument d'optique | rel=r_associated | relid=0 | w=27
  8. en:prism -- r_associated #0: 25 / 0.714 -> figurative
    n1=en:prism | n2=figurative | rel=r_associated | relid=0 | w=25
  9. en:prism -- r_associated #0: 25 / 0.714 -> Geometry
    n1=en:prism | n2=Geometry | rel=r_associated | relid=0 | w=25
  10. en:prism -- r_associated #0: 5 / 0.143 -> en:optical prism
    n1=en:prism | n2=en:optical prism | rel=r_associated | relid=0 | w=5
≈ 109 relations entrantes

  1. prism --- r_associated #0: 31 --> en:prism
    n1=prism | n2=en:prism | rel=r_associated | relid=0 | w=31
  2. prisme --- r_associated #0: 27 --> en:prism
    n1=prisme | n2=en:prism | rel=r_associated | relid=0 | w=27
  3. Géométrie --- r_associated #0: 20 --> en:prism
    n1=Géométrie | n2=en:prism | rel=r_associated | relid=0 | w=20
  4. figuré --- r_associated #0: 20 --> en:prism
    n1=figuré | n2=en:prism | rel=r_associated | relid=0 | w=20
  5. filtre --- r_associated #0: 20 --> en:prism
    n1=filtre | n2=en:prism | rel=r_associated | relid=0 | w=20
  6. instrument d'optique --- r_associated #0: 20 --> en:prism
    n1=instrument d'optique | n2=en:prism | rel=r_associated | relid=0 | w=20
  7. polyèdre --- r_associated #0: 20 --> en:prism
    n1=polyèdre | n2=en:prism | rel=r_associated | relid=0 | w=20
  8. Polyèdre --- r_associated #0: 10 --> en:prism
    n1=Polyèdre | n2=en:prism | rel=r_associated | relid=0 | w=10
  9. Instrument d'optique --- r_associated #0: 5 --> en:prism
    n1=Instrument d'optique | n2=en:prism | rel=r_associated | relid=0 | w=5
  10. en:optical prism --- r_associated #0: 5 --> en:prism
    n1=en:optical prism | n2=en:prism | rel=r_associated | relid=0 | w=5
  11. en:squared --- r_associated #0: 3 --> en:prism
    n1=en:squared | n2=en:prism | rel=r_associated | relid=0 | w=3
  12. en:viewing --- r_associated #0: 3 --> en:prism
    n1=en:viewing | n2=en:prism | rel=r_associated | relid=0 | w=3
  13. en:angle --- r_associated #0: 2 --> en:prism
    n1=en:angle | n2=en:prism | rel=r_associated | relid=0 | w=2
  14. en:colored --- r_associated #0: 2 --> en:prism
    n1=en:colored | n2=en:prism | rel=r_associated | relid=0 | w=2
  15. en:colors --- r_associated #0: 2 --> en:prism
    n1=en:colors | n2=en:prism | rel=r_associated | relid=0 | w=2
  16. en:convenient --- r_associated #0: 2 --> en:prism
    n1=en:convenient | n2=en:prism | rel=r_associated | relid=0 | w=2
  17. en:elongate --- r_associated #0: 2 --> en:prism
    n1=en:elongate | n2=en:prism | rel=r_associated | relid=0 | w=2
  18. en:exiting --- r_associated #0: 2 --> en:prism
    n1=en:exiting | n2=en:prism | rel=r_associated | relid=0 | w=2
  19. en:glass --- r_associated #0: 2 --> en:prism
    n1=en:glass | n2=en:prism | rel=r_associated | relid=0 | w=2
  20. en:lens --- r_associated #0: 2 --> en:prism
    n1=en:lens | n2=en:prism | rel=r_associated | relid=0 | w=2
  21. en:photodiode --- r_associated #0: 2 --> en:prism
    n1=en:photodiode | n2=en:prism | rel=r_associated | relid=0 | w=2
  22. en:rotating --- r_associated #0: 2 --> en:prism
    n1=en:rotating | n2=en:prism | rel=r_associated | relid=0 | w=2
  23. en:split --- r_associated #0: 2 --> en:prism
    n1=en:split | n2=en:prism | rel=r_associated | relid=0 | w=2
  24. en:sunlight --- r_associated #0: 2 --> en:prism
    n1=en:sunlight | n2=en:prism | rel=r_associated | relid=0 | w=2
  25. en:tunable --- r_associated #0: 2 --> en:prism
    n1=en:tunable | n2=en:prism | rel=r_associated | relid=0 | w=2
  26. en:abbe --- r_associated #0: 1 --> en:prism
    n1=en:abbe | n2=en:prism | rel=r_associated | relid=0 | w=1
  27. en:accretionary --- r_associated #0: 1 --> en:prism
    n1=en:accretionary | n2=en:prism | rel=r_associated | relid=0 | w=1
  28. en:analyzer --- r_associated #0: 1 --> en:prism
    n1=en:analyzer | n2=en:prism | rel=r_associated | relid=0 | w=1
  29. en:antares --- r_associated #0: 1 --> en:prism
    n1=en:antares | n2=en:prism | rel=r_associated | relid=0 | w=1
  30. en:augmented --- r_associated #0: 1 --> en:prism
    n1=en:augmented | n2=en:prism | rel=r_associated | relid=0 | w=1
  31. en:beam --- r_associated #0: 1 --> en:prism
    n1=en:beam | n2=en:prism | rel=r_associated | relid=0 | w=1
  32. en:beams --- r_associated #0: 1 --> en:prism
    n1=en:beams | n2=en:prism | rel=r_associated | relid=0 | w=1
  33. en:cablevision --- r_associated #0: 1 --> en:prism
    n1=en:cablevision | n2=en:prism | rel=r_associated | relid=0 | w=1
  34. en:cementing --- r_associated #0: 1 --> en:prism
    n1=en:cementing | n2=en:prism | rel=r_associated | relid=0 | w=1
  35. en:chandeliers --- r_associated #0: 1 --> en:prism
    n1=en:chandeliers | n2=en:prism | rel=r_associated | relid=0 | w=1
  36. en:compensator --- r_associated #0: 1 --> en:prism
    n1=en:compensator | n2=en:prism | rel=r_associated | relid=0 | w=1
  37. en:crystallizing --- r_associated #0: 1 --> en:prism
    n1=en:crystallizing | n2=en:prism | rel=r_associated | relid=0 | w=1
  38. en:cubed --- r_associated #0: 1 --> en:prism
    n1=en:cubed | n2=en:prism | rel=r_associated | relid=0 | w=1
  39. en:cubical --- r_associated #0: 1 --> en:prism
    n1=en:cubical | n2=en:prism | rel=r_associated | relid=0 | w=1
  40. en:cuneiform --- r_associated #0: 1 --> en:prism
    n1=en:cuneiform | n2=en:prism | rel=r_associated | relid=0 | w=1
  41. en:deflect --- r_associated #0: 1 --> en:prism
    n1=en:deflect | n2=en:prism | rel=r_associated | relid=0 | w=1
  42. en:deviating --- r_associated #0: 1 --> en:prism
    n1=en:deviating | n2=en:prism | rel=r_associated | relid=0 | w=1
  43. en:deviations --- r_associated #0: 1 --> en:prism
    n1=en:deviations | n2=en:prism | rel=r_associated | relid=0 | w=1
  44. en:diffract --- r_associated #0: 1 --> en:prism
    n1=en:diffract | n2=en:prism | rel=r_associated | relid=0 | w=1
  45. en:diffracting --- r_associated #0: 1 --> en:prism
    n1=en:diffracting | n2=en:prism | rel=r_associated | relid=0 | w=1
  46. en:diffraction --- r_associated #0: 1 --> en:prism
    n1=en:diffraction | n2=en:prism | rel=r_associated | relid=0 | w=1
  47. en:disperse --- r_associated #0: 1 --> en:prism
    n1=en:disperse | n2=en:prism | rel=r_associated | relid=0 | w=1
  48. en:dispersing --- r_associated #0: 1 --> en:prism
    n1=en:dispersing | n2=en:prism | rel=r_associated | relid=0 | w=1
  49. en:distort --- r_associated #0: 1 --> en:prism
    n1=en:distort | n2=en:prism | rel=r_associated | relid=0 | w=1
  50. en:distorting --- r_associated #0: 1 --> en:prism
    n1=en:distorting | n2=en:prism | rel=r_associated | relid=0 | w=1
  51. en:dyadic --- r_associated #0: 1 --> en:prism
    n1=en:dyadic | n2=en:prism | rel=r_associated | relid=0 | w=1
  52. en:elongating --- r_associated #0: 1 --> en:prism
    n1=en:elongating | n2=en:prism | rel=r_associated | relid=0 | w=1
  53. en:enantiomorph --- r_associated #0: 1 --> en:prism
    n1=en:enantiomorph | n2=en:prism | rel=r_associated | relid=0 | w=1
  54. en:extrude --- r_associated #0: 1 --> en:prism
    n1=en:extrude | n2=en:prism | rel=r_associated | relid=0 | w=1
  55. en:eyeglass --- r_associated #0: 1 --> en:prism
    n1=en:eyeglass | n2=en:prism | rel=r_associated | relid=0 | w=1
  56. en:foucault --- r_associated #0: 1 --> en:prism
    n1=en:foucault | n2=en:prism | rel=r_associated | relid=0 | w=1
  57. en:fresnel --- r_associated #0: 1 --> en:prism
    n1=en:fresnel | n2=en:prism | rel=r_associated | relid=0 | w=1
  58. en:frilled --- r_associated #0: 1 --> en:prism
    n1=en:frilled | n2=en:prism | rel=r_associated | relid=0 | w=1
  59. en:frills --- r_associated #0: 1 --> en:prism
    n1=en:frills | n2=en:prism | rel=r_associated | relid=0 | w=1
  60. en:glasses --- r_associated #0: 1 --> en:prism
    n1=en:glasses | n2=en:prism | rel=r_associated | relid=0 | w=1
  61. en:halve --- r_associated #0: 1 --> en:prism
    n1=en:halve | n2=en:prism | rel=r_associated | relid=0 | w=1
  62. en:handbag --- r_associated #0: 1 --> en:prism
    n1=en:handbag | n2=en:prism | rel=r_associated | relid=0 | w=1
  63. en:honeycombing --- r_associated #0: 1 --> en:prism
    n1=en:honeycombing | n2=en:prism | rel=r_associated | relid=0 | w=1
  64. en:hyperion --- r_associated #0: 1 --> en:prism
    n1=en:hyperion | n2=en:prism | rel=r_associated | relid=0 | w=1
  65. en:icosahedral --- r_associated #0: 1 --> en:prism
    n1=en:icosahedral | n2=en:prism | rel=r_associated | relid=0 | w=1
  66. en:magnified --- r_associated #0: 1 --> en:prism
    n1=en:magnified | n2=en:prism | rel=r_associated | relid=0 | w=1
  67. en:magnify --- r_associated #0: 1 --> en:prism
    n1=en:magnify | n2=en:prism | rel=r_associated | relid=0 | w=1
  68. en:magnifying --- r_associated #0: 1 --> en:prism
    n1=en:magnifying | n2=en:prism | rel=r_associated | relid=0 | w=1
  69. en:metered --- r_associated #0: 1 --> en:prism
    n1=en:metered | n2=en:prism | rel=r_associated | relid=0 | w=1
  70. en:michelson --- r_associated #0: 1 --> en:prism
    n1=en:michelson | n2=en:prism | rel=r_associated | relid=0 | w=1
  71. en:mips --- r_associated #0: 1 --> en:prism
    n1=en:mips | n2=en:prism | rel=r_associated | relid=0 | w=1
  72. en:mirrored --- r_associated #0: 1 --> en:prism
    n1=en:mirrored | n2=en:prism | rel=r_associated | relid=0 | w=1
  73. en:mirroring --- r_associated #0: 1 --> en:prism
    n1=en:mirroring | n2=en:prism | rel=r_associated | relid=0 | w=1
  74. en:nsa --- r_associated #0: 1 --> en:prism
    n1=en:nsa | n2=en:prism | rel=r_associated | relid=0 | w=1
  75. en:nyx --- r_associated #0: 1 --> en:prism
    n1=en:nyx | n2=en:prism | rel=r_associated | relid=0 | w=1
  76. en:octahedral --- r_associated #0: 1 --> en:prism
    n1=en:octahedral | n2=en:prism | rel=r_associated | relid=0 | w=1
  77. en:orthographic --- r_associated #0: 1 --> en:prism
    n1=en:orthographic | n2=en:prism | rel=r_associated | relid=0 | w=1
  78. en:oscillator --- r_associated #0: 1 --> en:prism
    n1=en:oscillator | n2=en:prism | rel=r_associated | relid=0 | w=1
  79. en:pajama --- r_associated #0: 1 --> en:prism
    n1=en:pajama | n2=en:prism | rel=r_associated | relid=0 | w=1
  80. en:platonic --- r_associated #0: 1 --> en:prism
    n1=en:platonic | n2=en:prism | rel=r_associated | relid=0 | w=1
  81. en:proboscis --- r_associated #0: 1 --> en:prism
    n1=en:proboscis | n2=en:prism | rel=r_associated | relid=0 | w=1
  82. en:prosimian --- r_associated #0: 1 --> en:prism
    n1=en:prosimian | n2=en:prism | rel=r_associated | relid=0 | w=1
  83. en:prosthetics --- r_associated #0: 1 --> en:prism
    n1=en:prosthetics | n2=en:prism | rel=r_associated | relid=0 | w=1
  84. en:psychometry --- r_associated #0: 1 --> en:prism
    n1=en:psychometry | n2=en:prism | rel=r_associated | relid=0 | w=1
  85. en:quadrangular prism --- r_associated #0: 1 --> en:prism
    n1=en:quadrangular prism | n2=en:prism | rel=r_associated | relid=0 | w=1
  86. en:radially --- r_associated #0: 1 --> en:prism
    n1=en:radially | n2=en:prism | rel=r_associated | relid=0 | w=1
  87. en:raindrop --- r_associated #0: 1 --> en:prism
    n1=en:raindrop | n2=en:prism | rel=r_associated | relid=0 | w=1
  88. en:rangefinder --- r_associated #0: 1 --> en:prism
    n1=en:rangefinder | n2=en:prism | rel=r_associated | relid=0 | w=1
  89. en:rat --- r_associated #0: 1 --> en:prism
    n1=en:rat | n2=en:prism | rel=r_associated | relid=0 | w=1
  90. en:recombine --- r_associated #0: 1 --> en:prism
    n1=en:recombine | n2=en:prism | rel=r_associated | relid=0 | w=1
  91. en:recomposing --- r_associated #0: 1 --> en:prism
    n1=en:recomposing | n2=en:prism | rel=r_associated | relid=0 | w=1
  92. en:reflected --- r_associated #0: 1 --> en:prism
    n1=en:reflected | n2=en:prism | rel=r_associated | relid=0 | w=1
  93. en:refracted --- r_associated #0: 1 --> en:prism
    n1=en:refracted | n2=en:prism | rel=r_associated | relid=0 | w=1
  94. en:refractive --- r_associated #0: 1 --> en:prism
    n1=en:refractive | n2=en:prism | rel=r_associated | relid=0 | w=1
  95. en:rhombic --- r_associated #0: 1 --> en:prism
    n1=en:rhombic | n2=en:prism | rel=r_associated | relid=0 | w=1
  96. en:scintillate --- r_associated #0: 1 --> en:prism
    n1=en:scintillate | n2=en:prism | rel=r_associated | relid=0 | w=1
  97. en:sennacherib --- r_associated #0: 1 --> en:prism
    n1=en:sennacherib | n2=en:prism | rel=r_associated | relid=0 | w=1
  98. en:sequencer --- r_associated #0: 1 --> en:prism
    n1=en:sequencer | n2=en:prism | rel=r_associated | relid=0 | w=1
  99. en:spectral --- r_associated #0: 1 --> en:prism
    n1=en:spectral | n2=en:prism | rel=r_associated | relid=0 | w=1
  100. en:splits --- r_associated #0: 1 --> en:prism
    n1=en:splits | n2=en:prism | rel=r_associated | relid=0 | w=1
  101. en:squares --- r_associated #0: 1 --> en:prism
    n1=en:squares | n2=en:prism | rel=r_associated | relid=0 | w=1
  102. en:stereoscopic --- r_associated #0: 1 --> en:prism
    n1=en:stereoscopic | n2=en:prism | rel=r_associated | relid=0 | w=1
  103. en:technicolor --- r_associated #0: 1 --> en:prism
    n1=en:technicolor | n2=en:prism | rel=r_associated | relid=0 | w=1
  104. en:topologically --- r_associated #0: 1 --> en:prism
    n1=en:topologically | n2=en:prism | rel=r_associated | relid=0 | w=1
  105. en:trigonal --- r_associated #0: 1 --> en:prism
    n1=en:trigonal | n2=en:prism | rel=r_associated | relid=0 | w=1
  106. en:unnoted --- r_associated #0: 1 --> en:prism
    n1=en:unnoted | n2=en:prism | rel=r_associated | relid=0 | w=1
  107. en:vergence --- r_associated #0: 1 --> en:prism
    n1=en:vergence | n2=en:prism | rel=r_associated | relid=0 | w=1
  108. en:viewfinder --- r_associated #0: 1 --> en:prism
    n1=en:viewfinder | n2=en:prism | rel=r_associated | relid=0 | w=1
  109. en:waveguide --- r_associated #0: 1 --> en:prism
    n1=en:waveguide | n2=en:prism | rel=r_associated | relid=0 | w=1
Le service Rézo permet d'énumérer les relations existant pour un terme. Ce service est interrogeable par programme.
Projet JeuxDeMots - url: http://www.jeuxdemots.org
contact: mathieu.lafourcade@lirmm.fr