Principales diagnósticos en Neuropsicología Infantil

7/22/2019 Principales diagnsticos en Neuropsicologa Infantil

1/105


2/105

[KJ-A

KgsljpjlgkjkGhtdidltuji

[DJ

]utjs kdghnrds`

UrghlgpjidsO.L

DvjiujlghHU\

HDD y Jkjptjlg`hdslurrgluijrds


3/105

Ds ij ]joj kd ij Usgl`i`nj qud dstukgj ij rdijlgh dhtrd di ldrdmr` y ij l`hkultj.

Ljomg`s dh ij dstrulturj ` quoglj ldrdmrji pudkdh jitdrjr dh buhlg`hjogdht`kdi ldrdmr` dh b`rojs kdtdroghjkjs.

ID\GH LD]DM]JI D\UDLBGLJ JI[D]JLG@HD\ KDI KD\J]]@II@ @[]J\ DHBD]ODKJKD\

JI[D]JLG@HD\

ZT D\ IJ HDT]@U\GL@I@NJ


4/105

UD]\@HJ\ ZTD KD\DJH

L@H\D]RJH TH @U[GO@KD\DOUD@ L@NHG[GR@ DH

KGBD]DH[D\ D[JUJ\ KD IJ RGKJ.

DRJITJLGHHDT]@U\GL@INGLJUr`ldkgogdht` kgsdjk` pjrj

dxpi`rjrghtdnrjiodhtd di rdhkgogdht`l`nhgtgv`

kd uh sufdt`

JI[D]JLGH KD IJ\

BTHLG@HD\

GH[DIDLT[JID\


5/105

Dstuv` dh prgodr nrjk`, h` sjmd iddr hg dslrgmgr, sì` bgroj su hòmrd kdoudstrj. Urdsdhtj kgbgluitjkds kd lòp`rtjogdht`, sd oudstrj gopuisgv`, grrgtjmid,oudstrj ghqugdtuk psglò`t`rj pdrojhdhtd, h` luioghj ijs jltgvgkjkds quddopgdzj, sd kgstrjd blgiodhtd, muslj pidgt`, oìdstj j i`s `tr`s hg`s

]dpgtgdhk` : M.U prdsdhtj kgbgluitjkds dh di lòp`rtjogdht`, ds ghqugdtj,h` jljtj h`rojs, sd rdqugdrd kdsljrtjr agpdrjltgvgkjk y jhjigzjr L.G pjrj p`sgmgigtjrij `rgdhtjlgh j ij G.D y j ij bjogigj

Urdsdhtj ouy mjf` rdhkgogdht` jljkogl`, kgbgluitjkds pjrj p`hdr jtdhlgh,\d id kgbgluitj l`hldhtrjrsd p`r i` tjht` h` tdroghj ijs jltgvgkjkds. H` sddhludhtrj ghkgljk`rds pjrj agpdrjltgvgkjk


6/105

Ajmgtjhtd kd ij ljiid, p`igl`hsuogk`r Kdprgvjlgh \`lg`-luiturji Kdtdroghjr sg tgdhd dpgidpsgj Urdsdhtj kgjnhstgl` p`r psgqugjtrj kd [@L y dsqugz`brdhgj pjrjh`gkd Dstjmidldr sg ij dtg`i`nj kd ij kgsijigj ds di [DL qud subrg j i`s > j`s, ` sg

sd kdmd j sgtujlgh kd kdprgvjlgh s`lg`dkuljtgvj


7/105

DRJITJLGH HDT]@U\GL@INGLJ


8/105

L.G

J[DHLGH

ODO@]GJ

IDHNTJFD

RG\@UD]LDULGH / RG\@L@H\[]TLLGH

BTHLG@HD\ DFDLT[GRJ\

IDL[T]J

D\L]G[T]J

J]G[O[GLJ


9/105

KG\LJUJLGKJK GH[DIDL[TJI


10/105

Lrgtdrg` J

Di rdtjrk` odhtji sup`hd dsdhlgjiodhtd uhj ljpjlgkjk ghtdidltuji ndhdrjisgnhgbgljtgvjodhtd ghbdrg`r ji pròdkg`.

Lrgtdrg` M \d jlòpjj kd igogtjlg`hds sgnhgbgljtgvjs kd ijs ajmgigkjkds jkjptjtgvjs, dh

jinuhj kd ijs sgnugdhtds rdjs 6

Lòuhgljlgh Jut` lugkjk`

[rjmjf`, `lg`, sjiuk y sdnurgkjkLrgtdrg` L

\u ghglg` kdmd sdr kurjhtd di pdr`k` kd kdsjrrìi`.


11/105

GH[DIGNDHLGJ

Ljpjlgkjk kd rdsìvdr pr`midojs hudv`s, dh b`roj l`rrdltj y rpgkjDs ij ljpjlgkjk y ajmgigkjk pjrj rdsp`hkdr kd ij odf`r ojhdrj j ijs

dxgndhlgjs qud h`s prdsdhtj di ouhk`.

]D[]J\@ ODH[JI

Igogtjlg`hds dh di buhlg`hjogdht` odhtji y dh ajmgigkjkds tjids lò` ij

lòuhgljlgh, lugkjk` pdrs`hji, y kdstrdzjs s`lgjids.

JU]DHKGVJFD W KD\J]]@II@ O\ IDH[@ZTD TH HG@ [UGL@


12/105


13/105

G]UJhigsgs y shtdsgs kd

dstoui`s vgsujids jmstrjlt`s.

B`rojlgh kd l`hldpt`s h`vdrmjids

GLR]jz`hjogdht` vdrmji

jmstrjlt`.

B`rojlgh kd l`hldpt`svdrmjids.

GO[ Ljpjlgkjk pjrj ojhtdhdrghb`rojlgh, ojhgpuijrij ytrjhsb`rojrij odhtjiodhtd.

GRUL``rkghjlgh vgs`o`t`rj.

Jtdhlgh vgsuji.Ljpjlgkjk kd pijhdjlgh y

jprdhkgzjfd.


14/105

\dodfjhzjs6

]`f` Jzui

Idlad jnuj

Ojhzjhj Mjhjh`

Ghvgdrh` vdrjh`

Ojrgp`sj jmdfj

U`dtj Ught`r

Agdi` Rjp`rUdrogs` Ur`agmglgh

Ogkd6 Di rjz`hjogdht` vdrmji jmstrjlt` y b`rojlgh

kd l`hldpt`s.

Gopiglj6 l`oprdhsgh jukgtgvj, odo`rgj, kgstghlgh

dhtrd ljrjltdrstgljs h` dsdhlgjids y dsdhlgjids

y dxprdsgh vdrmji.


15/105

R`ljmuijrg`6

\òmrdr` vjigdhtd jhtgnu` jmdldkjrg` rgvjigkjk - kgspjrjtd

.

Ogkd6 Lòprdhsgh vdrmji, l`h`lgogdht` kd pjijmrjs,

b`rojlgh kd l`hldpt`s vdrmjids.

Gopiglj6 rdsdrvj kd l`h`lgogdht`s, ljpjlgkjk kd jprdhkgzjfd,

odo`rgj j ijrn` pijz`, y nrjk` kd kdsjrrìi` kdi idhnujfd.


16/105

Lòprdhsgh6

Kgdhtds

Lghtur`hds kd sdnurgkjk

Uìgljs

Ljrtdrj

Auo`

Iulds

Udrgkgl`

Igmdrtjk

Ogkd6 ljpjlgkjk pjrj dvjiujr y utgigzjr

Dxpdrgdhlgj pjsjkj.

Ljpjlgkjk pjrj kdo`strjr ghb`rojlgh prltglj.

Gopiglj6 l`h`lgogdht` kd h`rojs s`lgjids

kd lòp`rtjogdht`, fuglg` y ojkurdz s`lgjids

y sdhtgk` lòh.


17/105

Ghb`rojlgh6

Ugd

Fudvds

O`hdkjs

\dojhjJ`

Lìh

K`ldhj

DstojnÙ`mijlgh

Rdhdzudij

Ogkd6 ljpjlgkjk pjrj jkqugrgr, l`hsdrvjr y rdlupdrjr

l`h`lgogdht` `mfdtgv` ndhdrji.

Gopiglj6 ghtdigndhlgj lrgstjigzjkj, odo`rgj j ijrn`

pijz` y ljpjlgkjk pjrj l`hsdrvjr y rdlupdrjr

ghb`rojlgh dslìjr y kdi jomgdhtd


18/105

Ujijmrjs dh l`htdxt`6

:. Dstd ds uh jhgoji qud ajld nuju

=. Dst` tgdhd uhj pji` y uhjs odlajs

y sgrvd pjrj mjrrdr


19/105

Kgsd` l`h lum`s6

Ogkd6 Ljpjlgkjk kd jhigsgs y shtdsgs kd

dstoui`s vgsujids jmstrjlt`s, b`rojlgh

kd l`hldpt`s h` vdrmjids, pdrldplgh y

`rnjhgzjlgh vgsuji.

Ur`ldsjogdht` sgouithd`, l``rkghjlgh

vgs`o`t`rj, jprdhkgzjfd y ljpjlgkjk kd

sdpjrjr bgnurj y b`hk`.


20/105


21/105

L`hldpt` l`h kgmuf`s6 (]jz`hjogdht` jmstrjlt` ljtdnrgl`)


22/105


23/105


24/105

Ojtrglds6 (Ghtdigndhlgj Biugkj)


25/105


26/105


27/105


28/105


29/105

Bgnurjs ghl`opidtjs6

(]dl`h`lgogdht` kd i`s kdtjiids dsdhlgjids kd i`s `mfdt`s y jtdhlgh vgsuji)


30/105


31/105


32/105


33/105

]dtdhlgh kd kngt`s

@]KDH KG]DL[@ @]KDH GHRD]\@= - 7; 2

5 : = = : : <

5 : =

< - 1 - 2 2 : =

5 : =< 4 2 ;

5 : =

< ; : >

2 : 4 1

5 : =

= 4 7

4 > ;

5 : =4 = : 1 2 1 ; = < 7

5 : =1 ; 7 < > = 7 2

5 : =

]KK6 Jtdhlgh vdrmji, odo`rgj jukgtgvj j l`rt` pijz`,ajmgigkjk kd sdludhlgjlgh.

]KG6 ]dtdhdr, trjhsb`rojr y ojhgpuijr odhtjiodhtd pdqudjs p`rlg`hdsKd ghb`rojlgh.


34/105

Hodr`s y Idtrjs

J =L ;

= J 5 :


38/105

L@KGN@ LGD

:5KDH@OGHJLGH ]JHN@\ LG DKTLJLGH

JL@H\DFJMID

B >5.7 ].O idvd 45 44 y >5 [lhgljs dkuljtgvjsdspdlgjids

B >:. 7 ].O o`kdrjk` =.7 ].O nrjvd =5 =4 y : 15 [lhgljs dkuljtgvjs yrdbudrz`s dspdlgjids.


39/105

AD]DKG[J]GJ\ DOMJ]JV@ UD]GHJ[JID\

Jhòjijs kd ndh hgl`[rjst`rh`s lrò`sogl`sAdrdkgtjrg`s

[rjst`rh`s6 txgl`s,odtjmigl`s, Jllgkdhtds

bsgl`s

Ghbdllg`hds6]umdìj, sbgigs, AGR

Urdojtur`sMjf` pds` ji hjldrAgp`xgj[rjuojtgso`s


40/105

BTHLG@HJOGDH[@L@NHG[GR@

UrudmjsJkoghgstrjkjs

GhtdrprdtjlghkdiUuhtjfd

Uuhtjfd

Uuhtjfdkd]dbdrdhlgj

\dvdr`

O`kdrjk`

Idvd

Ouysupdrg`r

Odkgj

Kdsvgjlghdsthkjr

L@DBGLGDH[DGH[DIDL[TJI(LG)Dsljij ^dlasidr kd ghtdigndhlgj

(^G\L-GR)

LòprdhsghRdrmji \dodfjhzjs 4 :5 = QR`ljmuijrg : :5 = QLòprdhsgh : :5 = Q

[`tji 44 :55 :4 Q]jz`hjogdht`pdrldptuji Kgsd`l`hlum`s = :5 = Q

L`hldpt`sl`hkgmuf`s : :5 = QOjtrglds 2 :5 = Q

[`tji 4> :55 :4 QOdo`rgjkdtrjmjf

]dtdhlghkdkngt`s

2

:5

=

Q

\uldsghkdhodr`syidtrjs > :5 = Q[`tji 15 :55 :4 Q

Rdi`lgkjkkdpr`ldsjogdht Lijvds > :5 = QMsqudkjkdsomì`s ; :5 = Q

[`tji >4 :55 :4 Q[`tjiDsljij

4>

:55

:4

Q


41/105




Uuhtjfd

Uuhtjfdkd]dbdrdhlgj

\dvdr`

O`kdrjk`

Idvd

Ouysupdrg`r

Odkgj

Kdsvgjlghdsthkjr

L@DBGLGDH[DGH[DIDL[TJI(LG)Dsljij ^dlasidr kd ghtdigndhlgj

(^G\L-GR)L`oprdhsghRdrmji \dodfjhzjs 4 :5 = Q

R`ljmuijrg`


42/105




U

uhtjfd

Odkgj

Kdsvgjlghdsthkjr

\dvdr`

O

`kdrjk`

Idvd

H

@]OJI

\

updrg`r

Ouysupdrg`r

L@DBGLGDH[DGH[DIDL[TJI(LG)

Dsljij^dlasidrkdghtdigndhlgj

(^G\L-GR)

LòprdhsghRdrmji \dodfjhzjs 2 :5 = QR`ljmuijrg` > :5 = QLòprdhsgh > :5 = Q

[`tji 1: :55 :4 Q

]jz`hjogdht`pdrldptuji Kgsd`l`hlum`s > :5 = QL`hldpt`sl`hkgmuf`s 1

:5 = QOjtrglds 2 :5 = Q

[`tji 1= :55 :4 Q

Odo`rgjkdtrjmjf`]dtdhlghkdkngt`s > :5 = Q

Jrgtolj 2 :5 = Q[`tji >> :55 :4 Q

Rdi`lgkjkkdpr`ldsjogdht Lijvds 2 :5 = QMsqudkjkdsomì`s

2 :5 = Q[`tji >1 :55 :4 Q


43/105


44/105

[KJ-A


45/105

GHJ[DHLGH AGUD]JL[GRGKJK GOUTI\GRGKJK

H` prdstj subglgdhtdjtdhlgh j i`s kdtjiids.

Kgbgluitjkds dh jtdhlghs`stdhgkj.Ujrdld h` dslulajr

lujhk` sd id ajmijkgrdltjodhtd.

Kgbgluitjk pjrj bghjigzjrijs tjrdjs.

Kgbgluitjk pjrj `rnjhgzjrsus jltgvgkjkds.

]dlajzj lujiqugdrdsbudrz` odhtji s`stdhgk`.

Ugdrkd ijs l`sjs.\d kgstrjd l`h dstoui`s

Agpdrcghdsgj.Jmjhk`hj su jsgdht` dh

lijsd.

L`rrd ` sjitj dhsgtujlg`hds ghjpr`pgjkjs.

Kgbgluitjk pjrj rdjigzjrjltgvgkjkds trjhqugijs.

Ajmij dh dxlds`.Jltj l`o` sg dstuvgdsdgopuisjk` p`r uh o`t`r

]dsp`hkd kd b`rojgopuisgvj y kdspgstjkj j ijs

prdnuhtjs.

Kgbgluitjk pjrj nujrkjr diturh` dh uhj bgij.

Ghtdrruopd ` sdghogsluyd dh jltgvgkjkds kd

`tr`s.


46/105


47/105

Buhlgh rdsp`hsjmid kd dxtrjdri`s didodht`s dsdhlgjids pjrj ij

jltgvgkjk l`nhgtgvj, y kdi pr`lds` qud ojhtgdhd di o`hgt`rd`

s`mrd di lurs` prdlgs` y `rnjhgzjk` kd i`s pr`lds`s odhtjids.

J[DHLGH

\DIDL[GRGKJK GH[DH\GKJK


48/105

I`s pr`lds`s jtdhlg`hjids tgdhdh uh ptgo` kdsdopd` lujhk` di sgstdoj

dst jpuhtjhk`kgrdltjodhtd ji `mfdt` y ij ghtdhsgkjk kd ij iuz ds l`hstjhtd

y pdrojhdhtd.


49/105

Jidrtj (Jrùsji)

\gstdojjtdhlg`hji

jhtdrg`r (l`htrìl`nhgtgv`)

\gstdojjhtdhlg`hji

p`stdrg`r(@rgdhtjlgh)

Ojhtdhdr uh dstjk`prdpjrjt`rg` ndhdrji pjrjpr`ldsjr ij ghb`rojlgh y@rnjhgzjr uhj rdspudstj.\g bjiij, ij pdrs`hj dst lòj,sg di hgvdi ds ouy jit`, jbdltjdi kdsdopd` dh tjrdjs qud

rdqugdrdh prdlgsgh kd kdtjiid.

@rgdhtjlgh kd ij jtdhlgh ajlj uh iunjr dhDi dspjlg` k`hkd jpjrdld uh dstoui`]didvjhtd.

Dfdrldr l`htrì vìuhtjrg` s`mrdDi pr`ldsjogdht` jhtd sgtujlg`hdsZud rdqugdrdh kd pijhgbgljlgh,Kdsjrrìi` kd dstrjtdngjs, sìulghKd pr`midojs, ` rdspudstjsH`vdk`sjs.


50/105


51/105

Jitdrhjhtd

\`stdhgkj

B`ljigzjkj

\didltgvj


52/105

Jtdhlgh sdidltgvj6 Ljpjlgkjk pjrj jtdhkdr j uh` ` os dstoui`s rdidvjhtds sghL`hbuhkgrsd jhtd di rdst` kd dstoui`s qud jltjh l`o` kgstrjlt`rds. (Bgitrjk`)

Ur`ldsjogdht` kgbdrdhlgji kd kgstghtjs lijsds kd ghb`rojlgh kd ojhdrj sgouithdj. Ij jtdhlgh l`o` odljhgso` kd ljpjlgkjk igogtjkj.

Jtdhlgh b`ljigzjkj6 Ojhtgdhd ji sufdt` jfdh` j i`s kgstrjlt`rds (ghagmglgh).

Ds ij ljpjlgkjk pjrj b`ljigzjr dh dstoui`s rdidvjhtds dh prdsdhlgj kd kgstrjlt`rds.

Ljpjlgkjk pjrj ghagmgr pr`lds`s Ij os jbdltjkj dh [KJ-A y [rjst`rh`s do`lg`hjids

\didltgvj B`ljigzjkj


53/105


54/105

Jtdhlgh s`stdhgkj6 Ljpjlgkjk pjrj ojhtdhdr uhj rdspudstj l`hkultuji l`hsgstdhtdDh uhj jltgvgkjk l`htghuj kurjhtd uh pdrg`k` kd tgdop` kdtdroghjk` j pdsjr kd ijBrustrjlgh ` di jmurrgogdht`.


55/105

Jtdhlgh jitdrhjhtd6Ljpjlgkjk qud id pdrogtd jisufdt` ljomgjr di b`l` jtdhlg`hjiKd uhj tjrdj j `trj.

]djigzjr = tjrdjs dhsgouithd`

[jrdjs l`h kgbdrdhtdshdldsgkjkds l`nhgtgvjs

= sdludhlgjs kdmdh ojhtdhdrsdJltgvjs y sdr usjkjs kd ojhdrjJitdrhjtgvj.


56/105

Jtdhlgh kgvgkgkj6Ljpjlgkjk pjrj rdsp`hkdr j vjrgjs tjrdjs ji ogso` tgdop`

W kjr = ` os rdspudstjs sgouithdjodhtd.

\d kgvgkd ij ljpjlgkjk kd pr`ldsjogdht` y rdlurs`s l`nhgtgv`s dh vjrgjs tjrdjs6 Dslulajr \uojr ]dsp`hkdr Ojhtdhdr di itgo` hodr` (^O)


57/105

J[DHLGH \DIDL[GRGKJKGH[DH\GKJK

\@\[DHGKJ\DIDL[GRJ /B@LJIGVJKJ

KGRGKGKJ /JI[D]HJH[D

Udrsgstdhlgj kdi rdhkgogdht`Kd ij jtdhlgh j i` ijrn` kditgdop`

Ur`ldsjogdht` kd dstoui`sKgvdrs`s pjrj kjr rdspudstjJ i`s rdidvjhtds d ghagmgr i`sgrrdidvjhtds.

Ur`ldsjr dstoui`sKgvdrs`s y kjr]dspudstj j = ` osKd dii`s.


58/105


59/105


60/105

Ljpjlgkjk ` ajmgigkjk qud uh ghkgvgku` tgdhd pjrj pijhgbgljr, pr`nrjojr, rdnuijry vdrgbgljr ij l`hkultj ghtdhlg`hji (Idzjc :71=)

\drgd kd pr`lds`s l`nhgtgv`s dhtrd i`s qud kdstjljh ij jhtglgpjlgh, didllgh kd`mfdtgv`s, pijhgbgljlgh, sdidllgh kd ij l`hkultj, jut`rrdnuijlgh, jut`l`htr`i y

us` dbdltgv` kd rdtr`jigodhtjlgh (bddkmjlc). (\a`imdrn y Ojtddr =55:)


61/105

J[DHLGH

ODO@]GJ

IDHNTJFD

RG\@UD]LDULGH

BTHLG@HD\DFDLT[GRJ\

U]JQGJ\


62/105


63/105


64/105

UIJHGBGLJLGH

Ljpjlgkjk pjrj ghtdnrjr, sdludhlgjr y

kdsjrr`iijr pjs`s ghtdrodkg`s pjrj i`nrjrOdtjs j l`rt`, odkgjh` y ijrn` pijz`

L@H[]@IL@HKTL[TJI

Udrogtd rdtrjsjr ijs tdhkdhlgjs j ndhdrjr rdspudstjs

gopuisgvjs, dstj buhlgh ds prgo`rkgji pjrj ij

l`hkultj y ij jtdhlgh


65/105

BIDQGMGIGKJKODH[JI

Ljpjlgkjk pjrj ljomgjr uh dsqudoj kd jllgh `

Udhsjogdht` dh rdijlgh j qud ij dvjiujlgh kd sus

rdsuitjk`s ghkglj qud h` ds dbglgdhtd. ]dqugdrd p`kdrljomgjr kd dstrjtdngjs d gopiglj ndhdrjr hudvjs

Dstrjtdngjs ` dsl`ndr dhtrd uhjs yj dxgstdhtds

ODO@]GJ KD[]JMJF@

Ljpjlgkjk pjrj ojhtdhdr ghb`rojlgh dh ij l`hlgdhlgj

kd b`roj jltgvj p`r uh pdrg`k` mrdvd kd tgdop` pjrj

pr`kulgr l`h diij uh hudv` rdsuitjk`.



66/105


Ghtdrprdtjlgh kdi Uuhtjfd

Uuhtjfd

Odkgj

Kdsvgjlghdst

hkjr

\dvdr`

O`kdrjk`

Idvd

H@]OJI

\updrg`r

Ouysupdrg`r

BTHLGHDFDLT[GRJ(DHG)Bidxgmgigkjk l`nhgvj (Lijsgljlgh kd tjrfdtjs

DHG)Dhsjy`sjkoghgstrjk`s(4;) > :5 = Q

%rdspudstjsl`rrdltjs :5 :5 = Q

%drr`rds 2 :5 = QLjtdn`rgjsjiljhzjkjs 2 :5 = Q

Ghljpjlgkjkpjrjojhtdhdrdiprghlgpg`

:: :5 = Q

%rdspudstjspdrsdvdrjvjs 4 :5 = Q

Uijhgljlghy`rnjhgzjlgh(Ugrogkdkd

Oxgl`DHG)

Kgsd`sl`rrdlt`s:5 :5 = Q

#o`vgogdht`srdjigzjk`s 4 :5 = QK gs d `s l `r rd lt `s l `h d i o h go ` k d

o`vgogdht`s.

7 :5 = Q


67/105


68/105


69/105


70/105


71/105


72/105


73/105


74/105

[]J\[@]H@\ KDI JU]DHKGVJFD


75/105

\drgd kd kgbgluitjkds dh di jprdhkgzjfd kd ijs ajmgigkjkds jljkogljs,

pjrtgluijrodhtd kd ij idlturj, di lilui` y ij dxprdsgh dslrgtj qud

kgbgluitjh sdnugr uh rgto` dslìjr h`roji dh hg`s y jkìdsldhtds.

[rjst`rh` kdi kdsjrrìi` ghtdidltujiKgbgluitjkds sdhs`rgjids ` o`t`rjs nrjvds Kdprgvjlgh \`lg`-luiturji

L]G[D]G@\ KD

DQLIT\GH

:4 j =5 % kd ij p`mijlgh dslìjr


76/105

Kgsbuhlgh ldrdmrji jhjtoglj ` buhlg`hji, qud gopiglj kdtdrg`r` dh jinh rdj

dspdlbgljs kdi buhlg`hjogdht` dh rdijlgh j ij ghtdigndhlgj ndhdrji.


77/105

\ajywgtz C, \ajywgtz \ , =55


78/105


79/105

[]J\[@]H@\KDI JU]DHKGVJFD

KG\IDQGJ

IDL[T]J D\L]G[T]J LILTI@

KG\LJILTIGJKG\N]JBJ


80/105

Ghvdrsg`hds\ustgtulg`hds@ogsg`hdsH` rdl`h`ldh di drr`r l`odtgk`Ujusjs y rdpdtglg`hds

Kgbgluitjk pjrj rdlgtjr di JMLBjiijs dh ij pdrldplgh vgs`-dspjlgji

Kgbgluitjk dh kgltjk`]`tjlg`hds kd idtrjs

KG\IDQGJ


81/105

O`vgogdht`s `luijrdsL``rkghjlgh o`t`rj

(sdludhlgj kd o`vgogdht`s)

Ijtdrjigkjk ojhuji

]`opdljmdzjs]dl`h`lgogdht` kd `mfdt`sKgslrgoghjlgh kd b`rojs gkhtgljs\`hgk`s dhojsljrjk`s

Dstgojlgh kdi tgdop`Ur`lds`s l`nhgtgv`s


82/105


83/105


Ghtdrprdtjlgh kdi Uuhtjfd


84/105



Uuhtjfd

Odkgj

Kdsvg

jlghdsthkjr

\dvdr`

O

`kdrjk`

Idvd

O

uysupdrg`r

L@DBGLGDH[DGH[DIDL[TJI(LG)Dsljij^dlasidrkd

ghtdigndhlgj(^G\L-GR)

LòprdhsghRdrmji \dodfjhzjs 1 :5 = QR`ljmuijrg` :5 :5 = QLòprdhsgh :5 :5 = Q

[`tji 72 :55 :4 Q

]jz`hjogdht`pdrldptuji Kgsd`l`hlum`s :5 :5 = QL`hldpt`sl`hkgmuf`s

:: :5 = QOjtrglds :: :5 = Q

[`tji :5; :55 :4 QOdo`rgjkdtrjmjf` ]dtdhlghkdkngt`s 1 :5 = Q

Jrgtolj 7 :5 = Q[`tji 7: :55 :4 Q

Rdi`lgkjkkdpr`ldsjogdht Lijvds 2 :5 = QMsqudkjkdsomì`s

2 :5 = Q[`tji >1 :55 :4 Q

[`tjiDsljij 7: :55 :4 Q




85/105


Uuhtjfd

Odkgj

K

dsvgjlghdsthkjr

\dvdr`

O`kdrjk`

Idvd

Ouysupdrg`r

J[DHLGH

BJL[@]J[DHLG@HJI^G\L-GR

Jtdhlghvgsuji Bgnurjsghl`opidtjs > :5 = Q\pjh jtdhlg hji y odo`rgj

vdrmjighodkgjtj ]dtdhlghkdkngt`s 1 :5 = Q\uldsghkdhodr`syidtrjs

7 :5 = Q

Rdi`lgkjkkdpr`ldsjogdht Lijvds 2 :5 = Q

Jtdhlghkgvgkgkj Jrgtolj 7 :5 = Q[dstkdlijsgljlghkdtjrfdtjs

kd^gsl`hsgh Jtdhlghs`stdhgkj(Bjiijspjrjojhtdhdrdiprghlgpg`) : :5 = Q

K= Jtdhlghs`stdhgkj,l`htr`ighagmgt`rg`,yljpjlgkjkkdl`hldhtrjlgh

Rdi`lgkjkkdpr`ldsjogdht =


86/105

Uuhtjfd

Odkgj

Kdsvgjlghdsthk

\dvdr`

O`kdrjk`

Idvd

Ouysupdrg`r

ODO@]GJ^G\LGR

Odo`rgjkdtrjmjf ]dtdhlghkdkngt`s

1 :5 = QHodr`syidtrjs 7 :5 = Q

Odo`rgjRdrmji(DHG)

L ur vj k d o do `r gj ( Ig st j k d

pjijmrjs)

]dludrk`ghodkgjt 7 :5 = Q

]dludrk`Kgbdrgk

1 :5 = Q

]dl`h`lgogdht`Jukgv

7 :5 = QRìuodhghglgji ; - - QRìuodhoxgo 7 - - Q[gp`kdlurvj6 JsldhkdhtdBdhodh`spjtìngl`s6 Hghnuh`

Odo`rgjRgsuji

BgnurjLòpidfjkd]dy]dludrk`kgbdrgk 4 =15 75 Q

Lurvjkdodo`rgjvgsuji(igstjkd

nurjsDHG)]dludrk`ghodkgjt := :5 = Q

]dludrk`Kgbdrgk := :5 = Q]dl`h`lgogdht`vgsuji := :5 = Q



87/105


Uuhtj

fd

Odkgj

Kdsvgjlghd

sthkjr

\dvdr

`

O`kdrjk`

Idvd

Ouysupdrg`r

BTHLG@HD\RG\@UD]LDU[GRJ\WL@H\[]TL[GRJ\

UdrldplghRgsuji(DHG) Udrldplghvgsuji7 :5 = Q

BgnurjL`opidfjkd]dy(L`pgj)

U r ` l d s j o g d h t `

v g s p d r l d p v y

dspjlgji

Bgkdigkjkkdijl`pgj


88/105


Uuhtjfd

Odkgj

Kd

svgjlghdsthkjr

\dvdr`

O`kdrjk`

Idvd

Ouysupdrg`r

BTHLGHDFDLT[GRJ(DHG)

Bidxgmgigkjkl`nhgXvj

(LijsgljlghkdtjrfdtjsDHG)Dhsjy`sjkoghgstrjk`s(4;) 7 :5 = Q%rdspudstjsl`rrdltjs :5 :5 = Q%drr`rds := :5 = QLjtdn`rgjsjiljhzjkjs :; :5 = Q

Ghljpjlgkjkpjrjojhtdhdrdiprghlgpg

:= :5 = Q

%rdspudstjspdrsdvdrjvjs :4 :5 = Q

Biugkdzvdrmji \dohlj Brutjs4 :5 = Q

Jhgojids 4 :5 = QB`h`inglj o : :5 = Q

[`tjiBiugkdzvdrmji 1 45 =4 QUijhgljlghy`rnjhgzjlgh

(UgrogkdkdOxgl`DHG) Kgsd`sl`rrdlt`s :


89/105


90/105

\G\[DOJ IGHNG\[GL@ IDL[T]J


91/105

B`h`i`nj

\dohtglj

\ghtjxgs

Urjnotglj

Kdl`kgbgljlgh

L`oprdhsgh

\G\[DOJ IGHNG\[GL@ IDL[T]J


92/105

Rj I`n`nrbglj6 Dtjpj kd prd-idlturj.

Rj B`h`inglj6 Dtjpj kd jkqugsglgh kd ij idlturj.

l`rrdsp`hkdhlgj nrjbdoj b`hdoj

Rj Ixglj6 \d utgigzj ij ]dprdsdhtjlgh nrbglj kd ij pjijmrj pjrj iidnjr ji

sgnhgbgljk`.


93/105

Ljsj

[DQ[@

Kdl`kgbgljlghb`h`inglj

]dprdsdhtjlghnrbglj

sgnhgbgljk`

Sc_Sj_Ss_Sj_

ljsj

\ t k g k g kg k


94/105

\nduh uh dtskug` kd uhj ugvdhrskgjk

gnhisdj, h` gpo`trj di `krdh dh di qud ijs

itdjrs dtsjh drslgjts, ij uglhj ls`jgp`rothjtd ds qud ij porgrdj y ij utigoj

itdrj dstdh dlsrgtjs dh ij psg`lg`h

l`lrrtdj . Di rstd` pdukdh dstjr

ttj`iohtdd oji y juh js p`rkjs idrdi` sghp`mridjos. Dts` ds pqu`rd h` idod`s

ljkj itdrj p`r sg osgoj shg` ij pjjimrj

lo`` uh tk``.


95/105


96/105



97/105


Uuhtjfd

Odkgj

Kdsvgjlghds

thkjr

\dvdr`

O`kdrjk`

Idvd

Ouysupdrg`r

AJMGIGKJKD\KD]DHKGOGDH[@JLJKOGL@(DHG)

Idlturj(DHG) Urdlgsgh ; :5 = Q

L`oprdhsgh = :5 = Q

Rdi`lgkjkkdidlturjdhv`zjitj


98/105

NDH[GL@\\HL

Ruihdrjmgigkjk ndhtgljjh`ojijs dstrulturjidsBjiijs dh di hgvdi kd ijjltgvjlgh l`rtglji

OJKT]J[GR@\

Ur`lds` Jprdhkgzjfd

]dtrjs` dh di kdsjrr`ii` kd ijsbuhlg`hds msgljs prdvgjs ji jprdhkgzjfd.


99/105

:. Ghglgjr rdajmgigtjlgh / dstgouijlgh l`h prdl`lgkjk

Uijstglgkjk ldrdmrji

Wj ajmijr..

=. L`hbgrojr kgjnhstgl` l`h pr`bdsg`hjids


100/105


101/105


102/105

]D\[JT]JLGH


103/105

\T\[G[TLGH


104/105

G] JLJ \

N


105/105

Principales diagnósticos en Neuropsicología Infantil

Documents

Transcript of Principales diagnósticos en Neuropsicología Infantil