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  • 8/18/2019 Klasifikasi Gambar Medis

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    PRESENTED BY : GROUP 3Dina Kusuma Wahyuni/140653!16D"ssy D#i Pu$n%m% /140653666E&&y Su'am(% / 140653!41

    )ED*+,- *),GE

    +-,SS*.*+,T*ON, S*)U-,T*ON .OR )R* *),GE"$u Sam S"(iai /

    1406533-a'smi 2u#i(a /14065311Ris'a Su$yani /

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    OUTLINES

    Background

    Image Clustering

    Image Segmentation

    Image Thresholding

    Image Denoising

    Simulation for MRI Image

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    BC!"ROUND

    In general, digital image processing covers four major sections : Image formation,

    visualization, analysis, and management. Image enhancement algorithm can be

    use as pre and post processing in all sections.

    Modules of Image Processing

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    BC!"ROUND

    Medical Image : MRI

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    IM"E CLUSTERIN"

    • Clustering is a method #hih $%us &a(a in(% 7us("$s# $here o%&ects$ithin each clusters ha'e hih &"$"" %8 simi7a$i(y# %ut are dissimilar tothe o%&ects in other clusters(

    • Clustering is a method of grou)ing data o%&ects into di*erent grou)s# suchthat similar data o%&ects %elong to the same cluster and dissimilar datao%&ects to di*erent clusters

    • Clustering in'ol'es &i9i&in a s"( %8 &a(a %in(s in(% n%n%9"$7ain$%us or clusters of )oints $here )oints in a cluster are +more similar, to

    one another than the )oints )resent in other clusters• Clustering of images is done %n (h" asis %8 (h" in($a;7ass simi7a$i(y(

    •  Target or close images can %e retrie'ed a little faster if it is clustered in a rightmanner

    • Data )oints in each cluster are calculated $ith a data )oints in the cluster#similar data )oints are %rought in one cluster( So# each data )oints e-hi%its

    same characteristics )resent in one cluster(• good clustering method $ould "

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    IM"E CLUSTERIN" / K;)"ans ,7%$i(hm

    • !0Means algorithm is the most )o)ular)artitioning %ased clustering techni1ue $hich

    generates the nono'erla))ing clusters 234• It is an unsu"$9is"& a7%$i(hm  $hich is

    used in clustering(

    •  The use of !means $ould %e to cluster theentities in an image %ased on each )i-el5sfeatures# normall. their %7%$ an& %si(i%n(

    • Each cluster has a "n($%i& $hich is used tore)resent the general features of the cluster#it %asicall. chooses an. random centroid andassigns data )oints to the centroid %.com)aring distance of the data )oints $iththe centroid

    •  The data )oints $hich has 7"as( &is(an"$ith the centroid are made to form onecluster(

    • It chooses the centroid smartl. and itcom)ares centroid $ith the data )ointsas"& %n (h"i$ in("nsi(y an&ha$a("$is(is and 6nds the distance

    • Ne$ 7k5 centroids are calculated and thus k0clusters are formed % 6ndin out the data

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    IM"E CLUSTERIN" / K;)"ans ,7%$i(hm

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    IM"E SE"MENTTION

    • Segmentation is the )rocess of )artitioning a digital image into multi)le non0

    o'erla))ing regions 8sets of )i-els# also kno$n as su)er )i-els9(•  The goal of segmentation is to sim)lif. and:or change the re)resentation of an

    image into something that is more meaningful and easier to anal.;e(

    • Image segmentation is t.)icall. used to locate o%&ects and %oundaries 8lines#cur'es# etc(9 in images( It is a )rocess of assigning a la%el to e'er. )i-el in animage such that )i-els $ith the same la%el share certain 'isual characteristics(

    • Com)lete segmentation 0 set of dis&oint regions uni1uel. corres)onding $itho%&ects in the in)ut image( Coo)eration $ith higher )rocessing le'els $hichuse s)eci6c kno$ledge of the )ro%lem domain is necessar.(

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    IM"E SE"MENTTION / S%"7 E&" D"("(i%n

    • ?hen g-  and g.  are large 8%ig changes in the 'ertical and hori;ontal

    orientation res)ecti'el.9# the gradient magnitude $ill also %e large( It is thegradient magnitudes that are 6nall. )lotted

    • @or e-am)le $e ha'e )i-els arrangement around )i-el 8-#.9 as /

    • "radient for So%el o)erator are as follo$ /

     8aA ca a9 8aF caG aH9

     8aF ca3 aA9 8aH ca a9

    •  The hori;ontal and 'ertical kernel $ill %e /

    •  

    + is a constant $ith 'alue A

     7

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    IM"E SE"MENTTION / S%"7 E&" D"("(i%n

    • E-am)le of image after run through So%el edge detection /

    Original Image Result

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    IM"E TJRESJOLDIN"

    •  Thresholding is used to "

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    IM"E DENOISIN"

    • Image denoising is a )rocess for $"m%9in %8 n%is" 8$%m (h"

    ima"(• ll denoising algorithm are as"& %n N%is" )%&"7 /

    v(i) = u(i) + n(i) ;iϵI 

    v(i): observed value,u(i): true value,n(i): noise value

    • ll the denoising algorithms are achie'ed %. a'eraging( The most common t.)es are/o S)atial domain 6lter

    "aussian 6ltering nisotro)ic 6ltering 8@9 Neigh%oring 6ltering

     Total Kariation minimi;ationo Non0Local0Means 8NL0means9 algorithm

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    IM"E DENOISIN" / O(su )"(h%&

    • Based on a 'er. sim)le idea/ @ind the threshold that minimizes the

    weighted within-class variance.•  This turns out to %e the same as maimizing the between-class

    variance.• O)erates directl. on the gra. le'el histogram 2e.g. !"# numbers, $(i)%,

    so it&s fast 8once the histogram is com)uted9(• Jistogram 8and the image9 are bimodal.

    • No use of s'atial coherence, nor an other notion of o%&ect structure.• ssumes stationar. statistics# %ut can %e modi6ed to %e locall.

    ada)ti'e( 8e-ercises9• ssumes uniform illumination 8im)licitl.9# so the %imodal %rightness

    %eha'ior arises from o%&ect a))earance di*erences onl.(

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    IM"E DENOISIN" / O(su )"(h%&

    • No$# $e could actuall. sto)here( ll $e need to do is &ustrun through the full range of tvalues *,!"#% and 'ic the'alue that minimi>"s (t)

    • But the relationshi) %et$eenthe $ithin0class and %et$een0class 'ariances can %ee-)loited to generate arecursion relation that )ermitsa much faster calculation(

    • @or an. gi'en threshold# thetotal 'ariance is the sum of the$ithin0class 'ariances8$eighted9 and the betweenclass variance, $hich is the

    sum of $eighted s1uareddistances %et$een the class

    TOT,- ?,R*,N+E

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    IM"E DENOISIN" / O(su )"(h%&

    • Since the total is constant and inde)endent of t, the eect o

    changing the threshold is merel. to mo'e the contri%utions of thet$o terms %ack and forth(• So# minimizing the within-class variance is the same as maimizing

    the between-class variance.• ?e can com)ute the 1uantities in (t) recursivel as we run through

    the range o t values.

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    IM"E DENOISIN" / O(su )"(h%&

    • E-am)le of Otsu Method for Image Denoising /

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    IM"E DENOISIN" / O(su )"(h%&

    • Otsus method is aimed in An&in (h" %(ima7 9a7u" 8%$ (h"

    7%a7 (h$"sh%7&(• It is %ased on the in("$7ass 9a$ian" maa(i%n( ?ellthresholded classes ha'e $ell discriminated intensit. 'alues(

    • M N image histogram/o L intensit. le'el 2F#((# L034o ni )i-el of intensit. i

    • Normali;ed histogram/

    • Using k# F P k P L Q 3# as threshold# T 7 k/o  T$o classes / C3 8)i-el in 2F#k49 and CA 8)i-el in 2k3#L0349o  7

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    IM"E DENOISIN" / O(su )"(h%&

    • m3 mean intensit. of the )i-els in C3 /

    • mA# # mean intensit. of the )i-els in CA/

    • Mean of glo%al intensit. m" /

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    IM"E DENOISIN" / O(su )"(h%&

    • m# mean intensit. u) to the k le'el /

    • Jence /

    •  The glo%al 'ariance /

    •  The %et$een0class 'ariance /

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    IM"E DENOISIN" / O(su )"(h%&

    •  The goodness of the coice of T 7 k can %e estimated %. the ratio /

    •  The 1uantities re1uired for the com)utation of # can %e o%tainedfrom the histogram( Jence# for each 'alue of k# 8k9 can %e

    com)uted /

    $here /

    •  The o)timal threshold 'alue k satisf. /

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    SIMULTION/ )R* *ma" +7assiAa(i%n

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    RE@ERENCES

    234 Md( !halid Imam Rahmani# Naina