Complexité Structurelle d'une série d'images réelles d'images de la Tour Eiffel [en utilisant 'CompressionDeCompression_Compression.01.vv.c'] (images format octet)




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Catalogue (par ordre alphabétique) des images utilisées :




CLASSEMENTS UTILES :



Classements : Classements : Classements : Classements : Matrices :
K Mesures LD Mesures K Images LD Images LD/K

Classement K des Mesures :


0001 ZLa__1_______.11 ..............22716 |-----* 0002 ZLb__1_______.11 ..............39171 |---------* 0003 ZLC__1_______.11 ..............55016 |-------------* 0004 ZL8__1_______.11 ..............57704 |--------------* 0005 ZLA__1_______.11 ..............58816 |--------------* 0006 ZL4__1_______.11 ..............59160 |---------------* 0007 ZL6__1_______.11 ..............61294 |---------------* 0008 ZL7__1_______.11 ..............61566 |---------------* 0009 ZLF__1_______.11 ..............64568 |----------------* 0010 ZL3__1_______.11 ..............64723 |----------------* 0011 ZL5__1_______.11 ..............65170 |----------------* 0012 ZL1__1_______.11 ..............65569 |----------------* 0013 ZLB__1_______.11 ..............65728 |----------------* 0014 ZL2__1_______.11 ..............66075 |----------------* 0015 ZLE__1_______.11 ..............66378 |----------------* 0016 ZL9__1_______.11 ..............66450 |-----------------* 0017 ZLD__1_______.11 ..............66652 |-----------------* 0018 ZLd__1_______.11 ..............67985 |-----------------* 0019 ZLe__1_______.11 ..............68061 |-----------------* 0020 ZLc__1_______.11 ..............70114 |------------------*

Classement LD des Mesures :


0001 ZL9__1_______.11 ........17271155536 |-----------------* 0002 ZLb__1_______.11 ........17271237383 |-----------------* 0003 ZLc__1_______.11 ........17271261854 |-----------------* 0004 ZLd__1_______.11 ........17272696300 |-----------------* 0005 ZLD__1_______.11 ........17272798466 |-----------------* 0006 ZLe__1_______.11 ........17273320094 |-----------------* 0007 ZLa__1_______.11 ........17273736404 |-----------------* 0008 ZL2__1_______.11 ........17278319523 |-----------------* 0009 ZLE__1_______.11 ........17278326774 |-----------------* 0010 ZL1__1_______.11 ........17278947911 |-----------------* 0011 ZL5__1_______.11 ........17279348965 |-----------------* 0012 ZL3__1_______.11 ........17284789775 |-----------------* 0013 ZLB__1_______.11 ........17284902246 |-----------------* 0014 ZLF__1_______.11 ........17288106961 |-----------------* 0015 ZL7__1_______.11 ........17293884224 |-----------------* 0016 ZL6__1_______.11 ........17309008543 |-----------------* 0017 ZL8__1_______.11 ........17314509639 |-----------------* 0018 ZLA__1_______.11 ........17321285311 |-----------------* 0019 ZL4__1_______.11 ........17339072989 |-----------------* 0020 ZLC__1_______.11 ........17343149841 |------------------*

Classement K des Images :

Classement
global
(toutes
les
images)

22.716

39.171

55.016

57.704

58.816

59.160

61.294

61.566

64.568

64.723

65.170

65.569

65.728

66.075

66.378

66.450

66.652

67.985

68.061

70.114

Classement LD des Images :

Classement
global
(toutes
les
images)

17.271.155.536

17.271.237.383

17.271.261.854

17.272.696.300

17.272.798.466

17.273.320.094

17.273.736.404

17.278.319.523

17.278.326.774

17.278.947.911

17.279.348.965

17.284.789.775

17.284.902.246

17.288.106.961

17.293.884.224

17.309.008.543

17.314.509.639

17.321.285.311

17.339.072.989

17.343.149.841

LD [vertical]/K [horizontal] :





Voir la matrice sous une forme respectant les proportions entre les différentes mesures :